教师考试练习题-《隋唐时期》基础练习进入阅读模式
《隋唐时期》基础练习
一、单项选择题
1据史载,唐太宗曾经让臣下清点隋亡后留下的仓库,没有想到,经过隋末唐初数年战争,库存量竟然足以让唐朝老百姓不用劳动也可以使用好多年。据此,隋朝短命而亡的最大教训是( )。
答:。赋繁役重激化矛盾 B。国富而不与民共享
C、。穷兵黩武暴政而亡 D。统治者志大而才疏
2下列诗句中,对隋炀帝开凿大运河的一致评价是( )。
①唐李益《汴河曲》“汴水东流无限春,隋家宫阙已成尘”
②唐皮日休《汴河怀古》“尽道隋亡为此河,至今千里赖通波”
③唐李敬芳《汴河直进船》“汴水通淮利最多,生人为害亦相和”
④当代冰雪红豆《七绝大运河》“江南北国脉相牵,隋代千年水潆涟”
A.联邦调查局B.C.D.D
3.唐太宗认为“天子者,有道则人推之为主,无道则人弃而不用,诚可畏也”;“为君之道,必须先存百姓,若损百姓以奉其身,犹割股以啖腹,腹饱而身毙”。这表明唐太宗( )。
答:。坚持以民为本的治国理念 B。认为君主是国家治理的根本
C、。善于接纳臣民的各种谏议 D。实行了相对开明的民族政策
4武则天留下遗言由后人评价自己的功过。《旧唐书》称武则天“制公卿之死命,擅王者之威力”。但当代史学家充分肯定武则天的功绩,主要是因为( )。
答:。她是中国历史上唯一的女皇帝 B。其执政时期经济继续发展
C、。发展科举制度,创立殿试制度 D。求贤若渴,重用有才之士
5.女皇武则天“政启开元,治宏贞观”。正如胡戟先生所说:“武则天去世前后八年里,发生了七次宫廷政变,一度严重动荡的政局也未能阻止‘开元盛世’的到来。”可见,武则天当政时期( )。
答:。中央集权制度遭到严重挑战 B.英寸“开元盛世”打下了坚实基础
C、。国家长期处于不稳定的状态 D。为后期安史之乱爆发埋下祸根
6唐玄宗统治初期,他大胆任用“善应变”的姚崇出任中书令,迅速打开了局面。三年后,唐玄宗又启用“善守法持正”的宋璟取代姚崇出任中书令,社会经济持续发展。又是三年后,宋璟被文学之士张说取代中书令的职位。据此可知,唐玄宗的举措( )。
答:。推动了官员选拔制度的完备 B。完善了三省六部制度
C、。促使中央官制出现重大调整 D。适应了国家治理的需要
7唐朝时,在少数民族地区设立特殊的行政单位,保持或基本保持少数民族原有的社会组织形式和管理机构,任用少数民族地方首领为地方官吏,除在政治上隶属于中央王朝,经济上有朝贡义务外,其余一切事务均由少数民族首领自己管理。这反映出唐朝这一政策( )。
答:。加强了对少数民族地区的直接管理 B。有利于民族的交融
C、。促进了边疆地区的开发 D。具有因俗而治的特点
8如图传为初唐画家阎立本所作的《职贡图》(局部),反映的是外国使节和我国边远少数民族使臣携带贡品来唐朝进贡的生动情景。出现这一情景的原因是( )。
![教师考试练习题-《隋唐时期》基础练习](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQQAAACWCAYAAAA40fb2AAAgAElEQVR4nOzd2W5kWZYe6GVmNDOacTDOg4d7TDlUqW4EoQBJ0DPoSu8joF5ED6F7XetGQEmolKCsrMqMCJ840ziTRpv6gvUtX0bP7kYDjQYaKAKOCKeTds7Zew3/+te/9mnM5/N5/PPXP3/989c/f0XE0uJf/69iQ+P/5t//3/xq/H90nX/++v/713w+j9lsFhERzWYzGo2vbWc+n8d8Po9Go/Fn//3/6dfz83M8Pj5Gp9OJbrcbjUYjZrNZPD8/R6PRiFarFa1WKyIiZrNZyLmtVivm83mMRqNotVrR7XYX7i8i8h5ns1mMx+OYzWbRaDRiaWkplpZe3PX+/j4uLi5ifX09NjY28jrT6TSazWY0m838/dFolPd5dXUVDw8PMZ1OY21tLba2tr56tgwIv/vd72IymcR4PI7n5+eYzWbR6bSj0Wjmzb5c5Dmen19+ptVqRbvdjpWVlbzR6+vruL+/j62trRgMBrGyshJPT09xd3f3T58xjefn54h4WbhGoxGdTicGg0F0Op1cDA9okebzeUyn0xiPxxER0el08r46nU40m82YTCa5GbPZLJ/HpjCYunCuYQMZzmw2i/v7+4iI6Ha7sbS0FK1WKyaTSX5Ws9nMdZlMJvH8/BxPT0/x/Pwca2tr0e12YzabxWg0iqenp/zsdrudz+NzIyKm02lMJpNYXl6Odrudf59MJtHtdqPT6eQ93N/f5+dFRF7/+fk5JpNJGtDS0lJ0u91YXl7O9RuNRmmEfmc8HsfS0lL0er0FA221WrnW9qXZbEa73c5rt9vtaLVa0Ww283nch7Vy3/ZrMpnEaDSKyWQSs9ks2u123u/d3V08PT2lI3Q6nXh4eIjRaBSrq6vRbrcjInKtO51OrKysxMbGRtze3sZwOIzl5eXodDrR6XTyme3jdDqNx8fHeHh4iH6/n47J0RuNxsI9Pz09pa2Ox+OFe26327kus9lsYb2rvViniIjRaJR273PtoX3g1PVz2bX7XFtbi9XV1VyH5+fn6Ha70ev10h/u7+/znm5vb+Px8THtv9Vqxf7+fgwGg/g3/+bfLAaEv/u7v4unp6d4eHhIJ3Rj1Vjv7+/j8fExnp+fc7NqQBgOh3F/fx+Hh4exubkZy8vLuaiM9uHhIQ1lOp1Gt9uNg4OD6PV66ZTuQdBhtOPxODqdTqytreXfl5aW0olfO+p0+hKARqNRGnJ1VIuzvr4ejUYjJpNJPD4+xmg0yk3v9XppCAzfgk8mk2g2X4LmZDKJh4eHeHx8jMFgEMvLyzGfz+P+/j5ubm5iPp/H0tJSDAaDmM/nC0Gi1+uloTJmGWU8Huc1l5aW8h5lxqWlpZjNZrl/T09PsbKyEt1uN5rNZnQ6nVheXk6je3h4SIe1roLO6upq7reA2Ol0FmyBbbTb7XQ6e+CPtXV/S0tL8fT0lAG91Wqlc3qeTqcTq6urcX19Hbe3tzEej2N5eTk2NjYy0ayvr6cDT6fT/P3V1dX45ptv4u7uLi4vL2MymUS73Y61tbXca+slYD08PESv18vg67PY4HQ6zWDu2Tl4dWQ2uLq6mj/H4eyB79cvP8MPJGN2v7S0lPfhy8/7qsl6Op3mntS9dh814dv3v/iLv4g3b97k52VA+Pz5c9zf38fV1VWsrq6mMfviVPf39zEajXIRGIIbn06nMZ/PMzCMRqPo9/uxvr4eDw8PcX9/H3d3dzGdTqPRaMTT01NERFxeXuaDCDT9fj/6/X70er0MRM1mM1ZXV6Pf78fz83Nmk/l8nr/PyWQ3CGUymUSn04n9/f14fn6O4XCYhtPpdKLdbsdkMomLi4u4v7+Pzc3NDB6Xl5dxc3MTa2tr0ev1YmlpKQ2Xw3G6RqORGa3ZbGaAEfwgglarFTc3N4kUqiOORqNYW1tLZ7u5uYmHh4c0rlarFdPpNLPH0tJSLC8vp9Gvra1lMJ5MJnF7exv9fj8DLOPn0NZKdrG2NZNCLgJnr9eLlZWVtIGKUqqx+uL4t7e3sba2FgcHB9HpdGI0GsX19XV+piDMRlqtViYL1/GMvV4vTk9PYzwex9PTU/R6vTg8PIyTk5N4enrKvVlbW4uLi4t4fHxMtLW1tZXrA2n43mg0yr0R8CsyrMFsPp9Hu92O7e3tmE6n8fDwEHd3d9FqtWJlZSXRwt3dXcxmswwcHL0i2G63u4DyBB724/OWlpZiOBzGzc1NbGxs5D5weEHefVfUCClLRJJARETrb/7mb/4mIuLDhw9pyP1+P1ZWVmJtbS2ddTqdRqvVivX19Wi323F/f7/gdJyKkYxGo3h8fEwIvLa2lpDp9vY2HXtzczNWVlbi/Pw8bm9vFyK0WktGFQVFPN+zcRsbG7G+vh5ra2txf3+fsJrxgVqj0SiWl5fj7du3WUIw4l6vl0ZUN7xm1KWlpdjZ2UlY9/z8vAD/W61WBrBGoxHLy8sxGAzSWfwMQ6kGJ1gIjDbOJlvz5eXlLFFkF2sHfstCEJpr2C+BV425vLycNbEAz/hl1Gq8Kysrsbq6Gp1OJ0ssayGw3N7eJqStaGU+n8ft7W0mELXyeDyObreb9XGz2YzLy8vodruJCkej0UKisU63t7cRERmcm81mnJ+fx3Q6jX6/H6urq9FqteLDhw/x/Pwcq6urmeVB+G63G+12OwO5ACbg+nnruLKykiUrdN3v9/Pn+/1+llR1jyRPdhUR+Yy1ZICCX5e87KHVauU1oMnRaBQRL8hufX095vN53N3dxc3NTTw9PUW/388gs7GxEd1uN/7iL/5iMSD8r//1vxJyq6tms1k8PDxkFlxdXc3oBs5xoIjIBRSpazSrNeh0Os3gwSB7vV46yGg0SvJjPB7H/f193heHAZlFvVarlfVRhbSVh3CNx8fHdBYOZrP8PvTy9PQUj4+PsbKyEltbWwvQklFwINCy1+ulgzEuPIN1sMHWBG+jjpchRfxaf3McAeQ1Umi321mi9Xq9BVg6mUwWgoq18TMc+/b2Nh4eHpKDgQrV14KJtRM8rIXnUqKB+faxZj33XjkSAXo0GiWilAwEO2Wi9bJvlSPiwE9PTxk4PJP9EiD9m2vZF8iMk0MHbJnjQrA1QXpO9uyeK//jWSQeQcAe4g5ci5/yMdeGtl3X8z89PWVyFCSm02lcX19n4P6X//JfLgaE//E//kdeKCLSEdXs/X4/4auNZfhKifv7+zQ4kZMhi6ocISIWnGBrayvh0u3tbdzc3KTjX1xcJAEFQlXDFiReG5hrgIUygAVWI9fNExjct2uBmZ7j8fExN5WhyYKcWmZ9fHyM+/v7DH4MjvFZF87zmrcR8WUOmcCmu08/w2AZB2NyLc/c7XYXSGRrp0y4u7tbqL1fs/jWzV4IPhGRawhBdrvd5J4qD1ORkXuShFy7ks0V0XBEdgA1QimNRiNWV1dzr2sCsIfsp3IC1kqAqRB7ZWUl2u32AlkNAVT/qZ9ZyULJsX6u9VLaCip1Xys/U4OyBFpLl2pjnoct4KD42OrqanS73fjrv/7rF/t57ayILdmx2+3Gzs5ObjCCa2NjIx3o7Owsbm5uMlr3+/2YTqfJakIcHmZpaSkeHh7i6uoq4ePm5mZG1rpAiMzr6+s4OzuLw8PD2N7eTiiENFGCiKzIK5tmwfr9fmxtbcXNzU0cHR3FaDSKlZWV2N3djdlslrzAZDKJ7e3tXPDRaBTD4TCDIE4FUlpaWop+v58OxdgfHh6SxIOoGK2SSM0sS0E6oCdW2vMwPHvGyOyRMkWQFOSglRpsBARG53MZsnWD5gQxzloDkhoYyYkzkDyUgbPZLOG0+wN/IQnBfX19Pfb399MeK7pBol5eXsby8nJsbW0t2DBU6z44sa4JJCO4Q5ASIQ5gZWUlrq+vkwxnw+xOebK8vJyIpq4HVPOamBXkKnkJXSt7BAnIr/qqnxdArI21n81mGZBr9+fs7Cy5N4HCVyKEf/zHf4yHh4c4PT39syzq7e1t3N/fp0PUVtn19XWSJSLo1dVVDIfDeHx8jNXV1djf34+VlZVotVpxe3ubmaL2VufzeQwGgwVWVo3U7/ezJhyNRrG5uZnIpN1uR7/fj83NzQWINJlMYm1tLdENBt51+/1+BpDaQhNxMfUYWvyBboVM7fe3t7cTFVxeXsb19XUa1ebmZqIFmy2QaAshFGU9QcJGPj4+pmG4fnVapFLNfNX5K7fw9PSU92d95/N57iVoL9vofCCn7LWaezabxdXVVcxmswz+rgNqI0M5LWQCvoP6DHVzczNrasim1uGyJDRzd3eXCUugken7/X4GZ3wPjqyuTyW/7cPKykryNTc3N/H8/JxktyDAnpUHtQtjnyA0/4Ys1oFqt9vJc9SWedU02FdlO44OEnR9XA00Aw0LVDoQP/74Y7x79y5++9vfLiKE29vbhBGbm5vRbrezhcZBbLKMbyE3Nzej3++nI6rRRdd+v5+OKxv0+/1kfm9ubvJz1tfXY2trK/r9fgyHwyTDBJqzs7N4eHiIv/u7v8saCqzGIGt3qmFlYZl5OBzG6upqbG1tJRoCKQeDQcxms7i7u4uLi4s0HFH45uYmiU6OjGxDliKZZIhKHnI2ZYa1pQ2gU6gtJ5yLDFG1AK1WKx3INfAp1iMiMlhU9poRPT09LbSttFIHg0GMx+Ms2Rg6gxXY7Y2yqqIL93d6epoISCCtHEen04nn5+c4Pj5OPqGSpuvr69Hv9zMo3N3dpcPt7OzEeDzOMtP+yP6ISjwDBMg5EIKCKYJT6XJ2dpbllPXHLU0mk7i6usqyssJ4zwXRePYaxCMiE4NAXz9bi911BalutxsrKytflXC1VPBVAzLbwY9AEvmz/ufz589xc3MT19fXsbKykhBR5LKwHgbpBZK7WTCmEorYde0Nkc8CYI9ns1mcnJxkZtrY2MjfrUKf8/PzODs7i5WVlQVmdTQaxc7OTjLP4BYnw8ZqiUZEQkUBQ73O2SaTSdzd3S2ISDwrgwT/r6+vM/MrX8DV2rOvNaosVuttgaHW/FAZ55Uhaw1q80F7f3ff9gsR6bpVnAU1RXyBkpIDOFv1H4JADQaQ23g8zp+v/IE/1vG1AM26VWMXsCrTDrpzxPv7+4TfkCbDR4z7eXsNukM/EpfPll2VOBX2c9x6L/a47o1r1DLFHtduWe2k2U9Zv5LTFS3gBOreVw1FDVKvyUpEs5JxISAMh8PsnT8/P6ejrKysZOtH+8WGqj9vbm5ycRm1G9MKEqX8HkXZmzdv4vDwMGH2hw8fYjAYxMbGRgwGg8zAgofIj2WvCKZmRjALRGy329lW6/f7yUns7OzEYDDI6CrLNBqNLEuurq4ySwtCMlfN5FWSqvV6dna20HpstVpxfX2d918NvsI5kfw1qVW5A0bk+pBXJUAZBCNmcLWm5vTQjOtXdILrYYAPDw+5nz5DgIPWOBrDu7u7i/l8ngSyljGIa3+vrq7i8fEx1tfXMzHRBXAMGY9jSjAMngOvrq7Gzc3Ngg5lfX19AUbjn6yLNfV8EZHcWIXmdCZbW1t5vdquhfRqMK6Eoj8VpdXApxSjIakdO0Hbuld9RLVPnRlJgr6ErQpUXwWEv/zLv0wnqcq8x8fHuLu7yyDhg4+Pjxc6CysrK6kUOz8/T4MD92tfX+SscPnq6ipLB0QUeFTbQDiMwWAQ5+fncXFxkbUjPcPFxUVsbGzE6upqHB4e5ga6p7W1tYVOgeeq7T2dAl8C297eXiIK3QPwTxav9Z+asNb8VYRUN3M0GsWnT5+yvSv4VDHX2tpaIgWOK9MwXJ0fwVpgr8En4ota0H9l99qyxc1UYdrV1VUKb/Ar1sfz2O/Ly8t8fmTjbDZLZ63lXqPRSDmuPbZubA1/sbm5GREvaPPy8jKazWbs7+9nsLLXg8Eg90DnAh+F9LUn+CIByT4pjyHF5+fnuL6+TmdbW1tLnc39/X2S8fghz1zXHGnOsSupjDOqiK52YSRUAbeKyaBKylulR90bay5w7uzsfB0Q1tbWso51YQ/HsGV9tRXCDCGDGQYdLUZtd9T2iHrJg+MbLIwoJjKr65aWljLKg6FKidXV1XR4fxCCkINF3Nvby9pTF2B3dzeGw2Gq9GqWBTOrtDniSw0o8FSWGv8wHo+TdGPwnsd1Go1GrK+vZ7BUz/pv7fNXqF+FRk9PT3F+fp6ZT+nj3qsWAtlW+QXZqXIeiFBO3Gg04uLiYgGdTKfT5HsEVJ9hr3WfZEQotNlsxv39fSIGCPP29jYdot1ux+bmZgaG2WyWCEKblb3gj6bTac41rK2tJXqs/IM1kYWJ2m5ubmI4HKYAiyDv7OwsiVLcCULTPihLr6+vY29vL4Mah7QfHB9Cq8+Bm5Ht+aLAI8jVFnwla61LbWdCroeHh8mlCPBfBYSIL5NjtaWEwVxdXY2lpaU4OjrKEoExqdP0ULXlQGoLjgfw+RCDRZK9ZCg/J+BU4YbW1Zs3b+Lq6irbhZhVvWebL8rriiwvL8fKykqWSTZZ0BMcqcfANOq6Cgf9PGdaWVlJeCyLWY+ISL0C2CyC93q9WFtbS2WfoIvo08qt4hb7VoOfDFVrdbWufa3wUqAWJCq8dQ2ozu9FRGYaZCf9Atn12tparK+vZ/ZyT9XOIJpOp5P7pbSjfBS42KDrKHE2NjYyM9a1xP9oe9ovScV1m81mts3do2EgZVIVL1VOanl5OZFtXS9/1xasv1tFZmzyteCt7p09rt0QhGINrnguAd6a1GDJt/r9fgwGgxiNRplAFgJCzRCYdNEIdAdBcQlKArXYdDpNQRIn07J5fn5OzfXDw0MSmFUqKru+efMmtra20hHAUcboHjc3N1MPwegrMeUeKh/x+PgY5+fn0ev1sk3o2ZBKFSYy4Fq/C5Qc6ubmJrP4xsZGbG5uZrbmbOC3bCiLeqaqcFNyPD09ZSuslj2tViszdWWLBWfGV/vRvs+ZrWcl9QQftlB5jUoK0v3jDKrmYzQaLcBZCeH+/j62t7fTMZ+enpLtl7kiYkFiXXUY1kl3R5C1vxERV1dXueZaon6WDeGk2IaOliSnBeie7LVgU8VX1mZtbW2hCwH5WH8E9GtRWdUW1GE16yZIVBGSda5JHIqXWCvyZhOCFP5taelFDIj0/7MIQf0ua1vM8/PzzBg2kGhCZlYv2USZFjS2YOrmp6enODk5ie3t7czAFXrKMs/Pz5k5Wq1WfPvtt9FqtbIVJujs7u7m4hwfH8fe3l6Skx5aNoqIrMlri/Lh4SGGw2Hs7OzE27dv4+npKS4vL+Onn37KIZDt7e1sxYGdMpCgKNAhY3VMoIMa7VdXV2N9fT3RkPYnQuv5+TlOT08TfldmXYbmMFUdp+YXCOyZgPS6NVW1H1VFWElNwcc+MHZcDCMbDAYJ7Tk9Ylg7E6oiLDPF+ObNmzg5OYnr6+v4/vvvcw1lMjAd4avE0Oqr2gYKW7CYxHljYyNubm7i7OwsUSVZOqny8/Nzwn+oAnrt9XoZjCBlnBTb39jYiPF4HMPhMMsS0vtK5nJwQULHhkYBWQ75Vs6FTbxGnrVTUydqIYZaeg4Gg4VpxxQm/Zf/8l+S2KsDQlhgUIghq8UMCnGISjw1Go3Y3d1NcsloqgwyGAwWah61mhaezWXIHkZWklW1SWnkq4R4MBhk5gHr8RSCz8PDQ27GysrKAuvL6MEtQhmlC6WjzX58fMxnr0wxZZjrVwabM3GSWneDmJxUZpZRBIEKaX1mbakJeurJSoJaW3sr4EBHddRdxsLruJ9+vx97e3sJ6wluPLMABh3iAMDi6+vrfCYGzkk2Nzdzr9TLdWLQXhnUsT5VqIS0q607HQMwXNCrXSvIUw1fyT3Ix3MKTJJr1TpExIJStHY5rK3rKan8m33webWd6WetretISOYwIDN77f7evHkT29vb8etf/3oRIbi5wWCQWV7/HAnWarVyYbQZa30k2jNmsJvzRHw5iIQDv3YC1x2NRnFxcRGrq6uxs7OTkdsMu3vi7BYJzOPo6kVoZzabpVMrPUR+AUnwAudko/F4HNfX1/mzNdpz2grV63WVV+o3bK81sYaVdOMY4GdtS4HztUPgXioBKaAx+roHHB2qcO/2jmPILLoZlaewhz4XusFy1y/3XlvBnl29DsVVZMAe2+32wtRlFTS5Jw4B6dZAUG1RcK1JTiau05na5WT4YLd758T8pLYk1fW1w1IZf/bhc6yjAMdO2AN0LhArxf2eoFJ5n8q9uY495Ht8fyEg1MEdUWxjYyPW1tbSuG22BatZ199tAGgn6pMQ4wpkLS0tG6buWV5eXmBvXYNstDK2f86pP3/+nFLsnZ2d2NnZSWUdgu81NK4CEhvv0JD5/GWEFGuNf6BdV/MyjNf1tam0121Ua66U8tychlKtciJ+jgP7jDro4zmUDpPJJEfNqwqwOnPtSVeCzN5Q/MmarVYrYTj1oDXc3d2NjY2NJAafnp6yUyVwXV5eLig+/W5tyzoujNLQtW9vb2N9fT1LDRr9OnLscwUjAQrRh79ip1CTgChDUwpai5qpBTD+UTkjNiqY2Q/OWpWGEkq3202/EnSUarWz9Xq4C7pVUvi+eRHJnXBOeQX9+MqS4Zdffom7u7v4wx/+kP3gw8PDFF0guTY2NmJnZyf29vZiY2MjDypBnNiIwWCQG7i5uRnff/997OzsZO+ZUOebb76Jvb29lBALFsibyWQSl5eXGW1F1Ol0mg+nTnWOg+8JKIPBIL777rsYj8fJE3AszD7EoL52jcrmux/ZpZZPMoysJRNeXV1Ft9tN/QJCzaYyfNLZiMj/EhkxJIGMIzIkaELZJfgIYEgkB99UB5f9cT7IutppUl5h/Bm0bCXQ06vYc2Tb4+Nj3NzcxPb2dhwcHMTh4WG02+24vr5OJFNLKwa+ubkZrVYrzs7Okp8SwNXr7KjZbMbFxUWWM+vr6yk1d99ra2vpNJW0re05I8GIRmQqRS2nv7+/T0SBbD8+Ps7PVEbWDhBbei08gpxqO9F1Kg/3uh38uu2sVGLDBFeCVV1rQfWbb76J/f39+Mu//MtFhOAQlJ2dnTg4OEjoLNK12+3Y2NhYqIM84N7eXrx58yZbMPrtjUYjdnZ2snVJLUZUUpnWra2tnIirPVk9WGId4o+Tk5Psj/u8p6enODo6yoCzu7ub2fGXX35JZ63QtqIC0NNsBi7k48ePaeD0Eaenp3nvg8HgK3gu2HBc2asqOc1/yADWFRS36VATFFfJ2coDKNE8syCgTEFSemYBCdKopUiFnTWrz+fzbPXRdzgJyP5Np9O4uLiIiMis1Ol04vLyMiIifvzxx3RaQVoC0Ne/v7+P/f39VBA+Pz/H+fl5DAaDFBtdX1/H8fFxkrtbW1spGhLkql6FsxqCOzk5SXvmvHiHpaWl2NzcXBhJ5ojWBnrk1JCbmQlooUJ1di341s+TtSG0SujWWZba+sSZ+SPw+TnkeS1VlD+SnM9dQAj/+T//56y5tFmcRFRPhTEApbugDu33+3nCDWMjCBH5Gf3GxsZChp1MJrG+vp6QsnYsGBMJq/qXsVXYD1ZXhlgb7ebmJp3GcVMchzFX8qYythwSHJeZay+7Mvs05FXerQ+s5o/4cqina3FsEV0w0JcGIWVdGbLyBSCl4MJwK3Su/EMlmWSb1dXVLANq61Egs06eDWqq5K/ftW6VS1GeCGD2DfoRVGVW+yxQIcn8roAGXtdWq+eG5OghBGE2WIOt61R7e12e+X+Z3Rpz0te8ijWw/1XIBXUJfPb6z7Up2Yb9q+tlvdlebcVDp/P5PNFoq9XKs0+/IhUNf/R6vTwhGSz3AKCfzoOsZRFl9s3NzVww9Yu2U1X91VrUQBIEUBVcOgu1t+pcRP1sikYdAPdL4KQm63a7sbW1lWpLjm2jms1mXF1dxfPzc/bNQc+bm5tk183eVx0ACFc3sjLJgh/5aZWV1tOgBKQK2X1m/RKsOAF9ANmwQFIN155wPtnG3wmxODB5bdWLaI/6sm4c5/X9VgafepCiFMF1dXWV2heDRtR1DqydTqfZ2fK5ulK4JcEWz1XreAkOBF9bW4urq6vslLFdsmdBul7DM7ZarSStlYOvyy3IrHZwBOiaVNhMzfy1TKvckLWu2gJf7EDwEJj8LptUKtaOlK9ECP/tv/23GI1GcXx8nMZDH2BEueq7tVmq2o4DEtLc3NzEL7/8EvP5PHZ3d5NsOz09zQEfc+WIQcNLDDzii+qMk/R6vdQdaC91u9344YcfknBkzFqKvl/1EALYa8FHr9dLxCLS3t7eLhwE+vbt2+yN1xOCnS1wfX2dAi+S2Fq3g4E2uToVObOe9/r6eqIJQbjX68Xj42NcXl5mpqmIqjLQDBLn43w94926Noy8OrrgzdghMgQuyCzAyd74CrZyd3eX53RqgVIl4qiqwct0gpjr1wE8NbxgbE/pBPyBXtiTgAAZNZvNrPkrs6+bQQOg5q+EMJQm81ayrtlsxvb2diKnet+1JBP0zWjQ01T5uz1grxW91g6RJAkNr66uppZFIrAnl5eXsbu7G+vr619zCGoZF6k6A+9Z0OddXV2NwWCQGQ+8azZfDjD5/Plzkhl+x4bVWkfw6Ha7eYoLh+92u/Hx48ccUNna2ort7e04OjqKT58+xcePH3MTZbSTk5NcmNqZMMBBZXl9fZ3iI5pzx0k5Dn4+n8fp6WnWlMvLy0lMzmaz+PDhQyKoCqtrL1/9zvG1U5VXGxsbcXd3l5OfNr8KUcbjcZyenmYWqX1qjqA8w1BfXl6m8cjCrVYrA2Q94QeZKFMgzEBrRl8JLgKZ6+vrVPvpFiHn7G9t2VmHen6D7gFkZlCpMv3j8XhBVAb5CKC0I5xVoOl0OgsDRNqZV1dXWQJ5WcnFxUUOYhG0IZEFEjAfmiKqY1dmL2rnAEmpFOOQla/xR/auZVh19DrJW9uYSETfg7yVx8PhMI8VIAGHJB8eHuLs7OxLEvA/4M3W1lYuNF+74dkAACAASURBVLihRq4kCSevLZiaSSpkqi0p0RgBJ0vpiV5cXGQ9Z0jIAiHhbm9v4/LyMnZ2dmJ3dze1CwZubCoHBRWris8su+CkbkbKqV3JQGXq4XCYBs4RwUUKRZnaZumeyO7aYhW+yYg1u3EsZJUMDia22+085g0hxnE5BASnZdlsNvOlOEoXRu869t/J2uAnQ7aG1rpqIayfQAUVjkYvR9Bpj+FeOKv7qZmbjSEDKydVdSY7Ozs5++DcBmR2FWMJCBFfSlkBrxKx1kJC8f3XrWRBSoesZn1J1r3ruNUyqgb42i4ULKpwrXYo+J2AUFvRlX+KiOTTdnd3F/gp9y4YfxUQOD2SgpESAKmNxuPxwiEQSghfBlpqfxa0l8UMjnAsHYyISJRQ21qMyShv1X/f3Nwk5HRyDaPiDDc3N3F+fh47Ozupj3h6eorPnz9nNgbVquiltiPVzZWtrSRQxJfjwsBIjLdOwu7ubnYqBBCwsM5V1Nqu9stdwyZDSOA6MZXuhr0UDOwzbqJmIAGToSoBBUtrijuAwtTIoLmgX8+F7HZfjlWvpZU1cvyZUef19fWFCdhKVrrHiEgIPhqN0kbrPE5FKfgiiI5dKCc9cyWHa8eotp859GQyyeeBIKxtJYErn4TbYj8IYjxBRc/+ncMrrfyuf69BXHISaP1ZW1tLzq2K1Hq9XnZsvgoIor+FFPm3t7fj7du38fPPP8eHDx8ywoP6jcbLKCxoTkbs4R4fH1M/roxgoLPZLPb397O+VhtT9dU5CMMnW1tbSQhpT3FgkIx2Qb/eZ+AAtKcuLi7i3bt3KZpinBGRGVZr8v3793FxcRF7e3uxtrYWm5ubcXl5GZeXl2nce3t7GVRsvqheCT9vIbI2jnN7eHiI4+PjPHGpzlhAS7I/o3YGYq2f61BQXQdyX4aMhRd4K/POcBG9nsE5AEtLL3MLCFfO32q1clAJT7C1tRXffvtt/MM//EOcnZ0lusKN6MqA8FdXV3nGpvs293B2dhadzsvLdgSGk5OTbB0qIUnk9/b2MoFZJyrTmnEdTQ6BcWhBAu+l/Swg3d/fZ9DjcPP5PDUP1JXD4TADA35BWUuqX9vVSjmBqZZIWpAShQBWg5d/s9a4EX4uuEFxXwWE2qbY3t7OTXh6eoqPHz9Go9GIb775ZkGyCRrW6AWe1r6smuz9+/fJJq+srMS/+lf/Kq/h1Jzd3d2ET3Xy7PDwMI18Pp/HwcFBMv9KE6ftnJ6eZsDRc358fIyTk5OIiIW+t6EpQWUwGGRNKNtheSkW3UPtKoDNDJfu3VmAxCu3t7fpuA70lKkqqgFB6RYYSz0arL7eTOCDlMBjjgayMtgqkOEwhFTKF50UQbfRaOR5m+pV7WR6gpoZG43GwrOp9W9ubvLnlQ/VLmq/XuCuHImBNvdeyyjrxWENl+3u7iYivbu7S0Eah9M1GwwG+U4KBKhW+MbGxgKsV05V+M4ecBJ13QUke1lLrX6/n59T27srKyuxs7OT5W09LySd+J9QeA3m0APbGQ6HGSzr+adalV8FBFFRZqKoo3zi9IxRPVoNVq+/PlCj0Vio7TxIVXm5KRG51loIJgtRCS9kY50n8MDX19cLvX8GBULTOYC20+k0RS8irTlx9yUbOn2apsL6EbrUoGlt/IxnspFgobbv2tparpWs7/pVh6Bs0JJTG8oqNcDJCkgvLV7zKNCcDor7hgwEeg7AQSA0nIl7tj/2dDx+mZjFA2gbIhp97tPTU461Q2zsT5LSAvQ2J0hDpq0t61artfCCkpqRBTFOWc+ZUGMrnWrmZoO6MdaqtvYkRUmg1ur8o6IPyMHn1c5TbQ3rCFW5uH2LiCxH2YEyonZGcHu+cINfBQQZlYHqkXMgma8yv2qWqgeoU3JuhJCJvl2E1e9vNpvZWiE1Zbgc6fWgDThZX9t2d3cXGxsbsbW1Fevr63F1dRVnZ2cxn8/zfZAgWx0Wcd1KoOElXFNUrsSq7M8xaPMJn2r7yGEgMp9nsin63v5uUytrXdWUoC/0UTODrCRD2Ls6f+CzBXclGwUio+ZMVS4LMVUEo7avpNhs9nIKFsWnzkk10lrHO0uhck8VadjHdrsd5+fnSaDu7e1FRGQ5cn9/v6BxgFg5JnR0e3u78IJWupF6qri15cS1/cjB2XwNrJIl+6ZYrcGWLVTNgxamRORe6zF4FfHxBwmu2kzliSIi/Zh9evY/GxAYzc3NTRqaCBbx5fAJHEEdwkC2NZvNPAuQw1noiMh6UKtNVvSatMvLy/jTn/4UKysrsb29Hd9//308PT3FP/zDPyyMU9MUgJ8Mt562bEEoKdfW1mJvby+m02n87//9v+Po6CiGw2H85je/yRbTcDiMT58+xd7eXuzu7sbh4WHKob2jEE8CGjcajXxWRkgTMBqN4ujoKOt+2fz09HThwBHZYDwex8nJSWaA2ro7OTmJi4uLhJE4GYgKBMTvgPKXl5dZp9MNdLvdLPcYH2fp9XoLL6vReZJZiXYajUaut7kR2Wd5eTkJXurV6XSaZ0gcHBwkpD8/P4/n5+fY2dlJfYlu09bWVg6m/fLLL3F0dBTfffdd9Hq92NrayiRRA4evqiC9vr6Oy8vLPKthb28vj1fXMVPOsFcJUnauSkkJYW1tLdvqldS21g7KqYEe36S1L5BDxbo3UF1trepo2IfaUWOHFRnoPFWS1DMohTxbIob5P139P/7H/xjHx8fxxz/+MTN5hS8yY5VO1prIGYUQxKdPn7JWN5XGaCy+QSbwUZSTDXZ2dmI2m8VwOEznefv2bXQ6L+ftEUx5yevq6mpcXV2ljh6cVBuL7GpJdb6orezY39+P7e3tPDnZidTT6TRn8y8vLzNLvJZig9mQjGwJLkIqXu8WEfnGZ05k0lSHRkAyvOV6jEY2s8FaiY+PLy/KqQe0KO3wPjI1EZVAUUsf1xCYEav9fj/fgKXHvby8nEFU1hMkah8ddJUFEVx+Dk8g8LvHwWAQBwcHyQeQHnuPhL2ViCpJ7g+RUy0HiOQ+ffoU5+fnCddl69o1kAAkP2Iva4174pDT6TT29/dzWPDm5iaDP76H/bjHiMXXyksaVZUKnWkIvC6rfvnll+wwbW5uJrFvT9++fRvb29vxH/7Df1hECMqFOjPA2NRqMhYDgiIcwiBagzW15nEDgki/34/t7e08ewA5qQ5Sgmg/CjTD4TDvFyIhc42IZL+1zKoSEYGIoX5+fo6Tk5PkBNR5WP2q4rMZdSqRs9s4ga2e48j5QfbJZJKfJ3vJ1r1eL3Z2dtJgLy4u0iD16WufWZ0K0hMMgakQTCXoapaAnjgMpCi7VkOTKekABDO8k9LEZ7pf+6AVqX3M1hxth6cSQJaWlvL4e/B6bW0tCT8kIPmxelpQq6pE/FHlsmo5OJ+/vC5AVhcgquZGuVNVoYh1+yrjguZKL3YJfUg8kkHlacbj8YIoi50pRyQXQbTOfdRWpFar/eBv9ViB5+fn7Jr4yoCgbXNwcJAkkcgIBhMV1TYfAu+1+IZgxgOMRqM8NMP5ARbQBhAYWUBliAiKWZdNBKTz8/PMFHt7e3F4eBjHx8fJIUR8mRWo/WbcRRUF9Xq9OD4+zpFrZwhweJN0dRGrWsy9QVGvN0wgwivgTJRptPRKiqp4pPJTMzK2ajj+yDICuD58ZbSVOrU963eruMb9t1qt5BgEuDpJyVGVDvUciZOTk4WRdAjEs9cDWr23AcxlA0RDo9HLcfWQrI6Yl6zInNrNgiCuS5uU3XO4mhT7/X6+iQsSWFpaisvLywXRlM+uMyTazpWIxAewXxoeKI59VAJRQK4kaEWd0APOQ0B9fn5OchWi9AwQp1OeEMtfBQSR2sIvLy8nqSeq2mgDMAyoHp8GEsskZ2dnaXTffvtttNvt+MMf/hAXFxdxdXW1cE6hzXINjlh74mYYkJoMsrbtNjY2krD8+PFj7OzsxA8//JAZ66effspe8Nu3b6PX68Xnz5/TYWrvG0NehVlIJBm4vvJub28vDg4O4vr6Oq6vr+P8/DwjtPtUozt9iQ5heXk54S4UZT6CwRMGMdBKcmG+K8nHoXUlGK5r1HpY75tGwvNBHlXMA/XVOh4Sub+/T3K11WrFx48f42//9m8XbEdQ4ZwyKw2Cksn+cxAag/fv30ez2cxyFO8AHiuRjo6OUsZdx91rwKxt50ajkTyZYKHkkTigJk6NiIdKzHnQAiARz87O8vk4KTRKSUkCXjt61tTeC+Z8rf6pQ3PuQ2BUip2fn39VLn0VEDY2NtJJ1FIWCluJKyBy+PTpU55IRKSCMBQ86jsSwP3Ktlt4v4P04nS3t7dxfHwcg8Ega6Cnp5d3D5yenkaj0cgDW2azl3czfPz4MYknbUQnHWHBLaZAJnJqce3s7MT5+Xmcn5/HH/7wh4iI1EO0Wq04OTlJ1MQoOaLWJFKuEoej0Sj1EA649HYh5+Qj0hBvZjSWlpbyOa+urhbO0ENaVhgJQZBlUznW1hwiNOKLClL3w6nbSEtBSWlzd3eXastu9+Ut4epsIibPVMk5mVmgGY/HKVJC9nW73fi3//bfxu7ubjQajfj555/j4uIifv3rX8ebN29SM/OHP/whdnZ2Uo13cnISR0dHcX5+nrCaswoKTv6+vb3Nur7yRdBmPbeRMIwj8YnXgRcCdYwAnkSJAGE/P7+c7+AzyOahXcQxP1RmeofCYDCI7e3tRGwIysqJ1QlhtoB89jzX19d//r0MoqhTiBuNRtZmVT0FenmIra2thewkgGj1gNbUg9PpNI++ll1BG9EU4QPOMADRv5JFNdrjHi4vL+Pw8DAX9OTkJN6/f5/Qand3NyMp4kug8/lnZ2epHqOAdL8MHlT0u/QEj48vryEzBk7PoW6ThSpfoNXJaBmi2nh9fT1nEPAYtaft3iK+zKDgByrTDYKCwlCBQ22gGUECYqGeVBrZC9lFQJV1ZSIZ+t27d1mv44UGg0EiKzwSJ767u4u///u/j9FoFD/++GNOwcrMW1tb+Yo25YjJvk6nkwrOeh6HuQJKTgfreKaqOQDFK7cymXw53Kee8LW+vp4oQlCtbL9SBdvPYaFrBLH2LA5I9wDylSQhRL9bZdXuvZZCtYvSbDZTEwJlQuALAaHCnjqVBpozfJGFgfR6vTwSnfHRowsEr7sSDM8k3Hg8zroxIhZkz6urq7G3t5cvY2F0DMRn+j700mg0ktBSs8kSOzs7cX9/n4Rep9PJAZlGoxGfP3/OU5/JadW4V1dXCxskg6rx1P+mFqtQhTLMvIcSpiIvbVPTjzK8Q2qqdp7ikaNXdaPa1b3ZDzCXE0NMiMMqiJFNkKQIXFJcXQV8j3sToASJTqcTe3t7uRdQxubmZpyfnyfRCJ1yuE+fPkWz2YydnZ3svNTuhef0li1zNt7SpMx1X2wQlK5BhcZGnS34WKtKrrNh5KHPQ0Tif5CZVTSFtBV0JTL8QE18+Lja9tzc3MxEoFPl55CUrxFip/Nl0nI+n8f29nYSo1tbWwvS5TwP4eeff46rq6v4/e9/n4YGWhNEgJOIqToBxkD1wQlLwC/OCrpWqamzEEGaGjA4qehKm/327dusUbWkms1m7O3txXfffRcnJyfx6dOnNLTt7e0MIBhxSkYwssI7BKpakPNcXl5mHW0zTTRWVSHDN0Iu28tMVQk6m30Z+Sa6ASdXV1djd3c3np+fF15E4jrNZjOzD4RGhCMIaokpk+gQzKDU+Qifp83K0cFf60CBJ1BJKAwX4auc6PV68ebNm9jd3c1htt3d3TRiU6/7+/sZUGo3Z2dnJ/b397Ot/OnTpxxrrxOTEJP7do6Hz8C0a5vix2Tkd+/epa1DAJPJJG2BpgF6RBQ6AKh2LpDrWoAQN/3C5uZmOjWbGgwGaetebOSMTMmr1WrlsxHjKVnxcEoIAb52lbTV+/1+fPvtt7G/vx/ff//9C+qmQ/hP/+k/xefPn+Pv//7vY29vL7a3t1N2KiKLNKCKRQenwX2ZVc8fTFM+0BXM5/P4zW9+E6urq/Hzzz/niynevHkTKysr8fHjx9QAuCfZwwGdVdE3m83SsKnWRG8Tew8PD/Hp06d8x50Me3Z2lg4o8FWlJj7FkAtNvdpwd3c3fvzxxwwGkILfNXUXEfk+gogvqkTrKbDUbCVwjMfjBQKJ0SLEdIYmk0mKZOqkolKQoVdHMvB1eXmZwU6Acu/Pz88L06agJjhKo1Az0tnZWZY4NdOp4X3PGqmTdQyenl4OPn3z5k3s7+9nf58Iq86X1J6/UoGeYGVlJb7//vtYXV1N9Sr75th10Ef5p7UpAXrRbU0AlcATlKuq0bStayLwm81mEqF1bsILjLW9vXdVQkEMC5YQMDESFGd/2LMkd3BwEOPxy0tkfvzxx9jb24t//+///WLJUPuyXnvlvXxIK5m1HnBR+8b1BunEvaWHhNnniXTgGkNSP4JYmGg/X2Gz3zGEg8WFbOq7AWgQIiJ2dnaypLCYjLIOe9RWTxWB9Hq9bEsiRiGVety8z5FxMfbqS20lgUCAYEggJpGO+lXWR1bW9aeUEyggN45UnRgfwYDm8y9v6q4tziqB9f9IZkhLUKuEGTuw38pNZUa3++W1avas1+vlYTmcXQC5vLxMfgVPxRklBKUC1PnmzZvM2GC+vR8Oh1897/v371NDMxotHoVu75RUyhFfdSanCqQE44gvegRlBzSEM6otSEEA2a/ksqe1g4QjqjoVgZ8tupaX2FJY0vAsBASQeTqdZgZEfhGZNJvNODs7y0zhqHVRSZAwTRURGbUwnpR9Fnc4HKZ+QMvTFF/V52PtoROssOgnMDFS5QlBjFrLFJ/z/jkUAkfHgWy1EnxqSu8S0FUBj72GTeAC7bQlHWFWFW818suQVWmoxEFaeWZMtI6NzxLE7JcgUetUwa0eIKLWRzRGRN5blSQL+nW/K8GI0KrnRVaUwSaImY6Pj1OWXfkrAbbdfjkEhuZAsKvKTGWltXIP+CzksVFw7TwOBlpXwZbv1fLFWvj/2m71eXX/1PFKplo6RkQSq65ZZdi1fK3COXtNWl5nVvgKm64BUJCTHLV/7c1XAWF3dzc19iS9FtpILgio1ba5uRmbm5vx4cOHVC7W2XA3wwDU3Ca1CFUspJr45OQkTk9PE/4T6wgSXt6KjKJnePfuXQ4bgfuYVJvNkB4eHuL6+joXY39/PxWP2m5quOXl5fj555/j+Pg4h0ycyIMUtTkEHyD92dlZGqpOAWfTedA6fQ1hta56vV4+P+c28lwVggIIFl6niGPiKQQ+dS+BEMev94AYXFtbi8FgkGc4MnRMPPnu+vp6Bj7fE0AEJEljMBjE09NTEsb1+PTNzc344x//GCsrK/Hjjz/Gv/gX/yIODg7i/fv38fnz54VyQ8bVjVlfX1/QUkBhNzc3EREpc9/e3k5JeEQkyab0kFTqQS7KQF00166iMGvzmk9Tfiod6oCRcrkSu35esBYQtN39LL2OzlO73c4XIduv2j2p7VDr8FVAiIhkj+t45cXFRYzH42TB9YXBWVBJ5HNxCzMcDlMPAKL+6U9/yvYcTuL9+/cZMPb39+Pg4CCzhj6szSV40ueWKRl3o9HI8xgtwPLycrx//z7Ze9p3G/qnP/0ps7t7J5ONiCyjatS+uLjIqTuCKOKaiC+99oODg3jz5s2CHl89p/3qPqARjmHz6rmEgtJwOIzT09OF3jc4bT8ZCSKN8TFuPXyB5fj4ODPM1tbWQlu0nlIN+VX+QvBqNF6mQq+vr+PDhw+JNK2JXrusCaFCEwbfCJEImV6/YMe0qQAh625sbCRH8fT0cvzd9vZ27O/vJ9yX/Ws7k4NCYrpCNZnhy1zbkB/04P0heJP7+/tUEUoIAjz7VQ64JyWkoFNLWMgLz4QXIvTC1fCXbreb71R10jV+h0Zk4WBd//Pf//t/jw8fPiz09EXJ7e3thGBaK3d3d5n9sPDeEiQbvSaXjGdWBxBQtLYoqypJpu50eAURD6gf8QJjP3/+nIsb8eVFFRUxRES2zGo2rBkP/P78+XOiHPp+yEJ256Rq2jr+a0NoMGQHhq9lhqAUqBBYuioIL6/v1r2p2cb9MULPJFhweFmtHlALXkJQHMYegcmCgesNh8McGqtToOPxy8GwZ2dnqaiTmZUC5+fnWaM3Go0kzrwtudFoxNu3b1PwBtqDuYaKbm9vk3iraMXfIS1OLaBDSNZZV2cwGOSaQMbD4TDXRzCumoCaue1r5TRqCSOwKRG0MtkJ8lYpYm09v9asYC1QaEmyg9rmlHyMGuCu2NGfLRmQSxVe26hvv/02Wy2MgzNcXl7mK9qhBEaqVKCO41g7OzspiJBlbBhWvUZMcNjDqcGrfNhcAEjq86rjyoSieS1XQLfXNWIdKBHA6rXq0BFSNiIySCjBLi4uErILTiB1nQGx6VCJNpqgR2Uos+pzI+cY++vzEN2/PbBuCM/6xZCRTVqK9qnZbC5cT5CpMl7QmiFTIUo0ugIVSVWNwtraWhwcHGQAqNlWMPv06VPc3t7Gzs7OQubVgoaw1Oj4IC1cHQhdGV0NZSl0JPkIetaTbdTDVBCDyOGqhagdAKhJ6QB9CPKSsgCDk7BW9VwH36vKSmWkgCVBs0lJhs99FRB++9vfpkRUhuUoe3t7cXFxkfDUg6m9ZC+jl7KEqFjr99lslr1otVij0YiDg4OYTCZxdnaWji+Lt1qtuLi4iIuLi+xdO/766uoqtra2cpGIQtbW1qLX6yVqeX5+znZPp9PJ7Gbm3hz+yclJwuDvvvsu209XV1ephmNYVQtQDcQcwnw+T3Vmq/UyGFSDSg18tX1Gsz6dThfeceEMx0ajkXJbMur6incwtsppcTnQnJp2OBymtsO/Q2XX19fZKRK8EaCIS6/8c39q7qps1DLFEdAamEuoY+Dtdjv29/djf38/yVraCK1Isl6B0vobjOt0OnnUuiGls7Oz2NnZiU6nk6PHnz59Wmh7QnnD4TDLBUgTMac9rHx6LeayrxKSQKcEUt8LBFrHPq92uyA6XYpaznJ25ZPPkswqwelafFbXDhrSvVoICKJpFZpcX1/HL7/8kgYps1T5qwiL2Ud2MVKQEfzHIYBnssfPP/+c9yGrVJa6Eja+amDqdDpxeHiY5I+hGfPejmifTqcpzzZd6Ci1iIi9vb1c7O3t7Xh8fIyPHz9mkKAw9FW1C8fHxxnh3RPZNeOBKmrfXTYQDKwXYu73v/99BqSIF7hv82Wk6rCyvHmCfr+fDjSdTuP09DShKYMTgHRywGU1vTF10NPMSUTEx48f0+Dfvn0b7969S04HilSmgb8IM4jF+yK2trbizZs3sbe3l50h5BheICLiu+++i4ODgxiNRmk7b9++TaQAff3xj39MeO55zc046Rr3BEmcn5+n6tE+HB0dxdHRUezs7GRb2T6bJI2I/HkioFarla1zHEIV27k39+HncWdeuuz+2aZgh/DEBUDmAr9EITGT7kM+Dr/5KiB8+PAhWWIRdz7/8tYmQzBaONfX13F4eJjDOUtLS0lqVKhUDxGtxIwbR0IivrQOq3BFq88hG+p9/XftrqpytIAife25a/eYSvQmX2/OEbWNquoo6KNjySO+iIBwG1R6+AhTobLEdDpNZwJfKTnX19djd3c3xViivZfFgKfz+TxfvIElZmCCKRRVs5fPg3AELX157VuZpWYjOpT6nk/rbbgNJ/D09JSOKUDjoyaTSZ7zUA9oUZ8ToBlKI2Gu7d6IiM+fP2ebspafMp/ujwBbCVIlBQ6KbSjDoByfKTFBWtYBaqntaDZZj+lbWlpKaT50ZV2V5kpuSWEymeQ5khGxIImHnNgppInrk/gkIUmjyqUpUfnRn0UIMgnDMVnoD6OujOzGxkYuHqMCXV/3x30PUjD+i4HVOlFj2iDkJKOvA1cV4lY5rbrfhGUV1dT75zAVdciwNrRqzx2nzXFarVacnp7mScKbm5s5tIQLUAtSakJa/l1w9Hej4Uq3ej3rSdOBgLSx1ge3QYJuD7SM6Sp8PsODVAQXkNMfwaKiHpOZRGG6TByR3FcA1WuviKkel1YnRBGyxqF7vZczPI+OjpJfIT7CD93d3UWn00lUJGmwU8Gx0WjExsbGQkDxnMoHa62L4/yFmqHt6fr6egYx9tdsfnm1HcQsIUJhykxJqIqfJBzlgzKVcKoiOsQsnknitMevUbcTvKu4Kj3hr/7qr+Lz588ZiTgMQgSzP5m8vKl5b28vj4ryJcq9NiROVwPCcDiMi4uLePPmTZ7aQo0GFqnDkU0imnrJ0A8nGI1G2Y5qNptxf38fR0dHCwMtzWYz6+abm5vMbjZL5wSqmExeTlNmjAieSv5Vp3cWJNJMAKFDINChYBMMjGZrTYKManHlAD28TAN11OPL8CS15mS0kEhEJLk2mUzy3ZvLy8t5QAynRHiqkQVpxslOZDLtsYgvfe6q76CRkCV7vV785je/WUCnXsHuOrK9oGJ9er1efPPNNxEROTtydXWVen3dhMfHxwwKXqGHI4EOlQISQrf7cjx8Vfbt7u5Gt9vNU58RnPiMi4uLnHMQiGoyUXYpVxHA5lHMJjg0xqnRyjTJtMrOTfVqPwpE7EfwViop7Xd3dyPi5dCfrwLC9vZ2/oMHRIzMZrMkh6bTaS4qhZusWvv4layp0VO2293dXVAHioaymn7y4+NjHB0dZc29u7v7VR1saIUg6uTkJOs0pJIg4Dq0BIZHiJ/U3LJNfUnK+vp6nodwfX0dp6encXFxkfMMnI6zQgVQkNpZ1mDsaj1/Dg4O4le/+lVmH/Uejb82kulLGbYOSIHGo9GXAz9litoxgSy00qrYxRCWAMjRKQBln/fv3yc3U2Gp7Nrv9+Ov/uqvFrocgpYTiCQFepGbm5vkElZXV+Pz58/x+fPnvK93797luvzpT3+KpaWlePfuXU5kchzBQ6m0srKS7/N4//59I4mgsAAAIABJREFUkmqHh4dZd5+fn2e5KJnUdqNzJyuHpisDvtMBkF2bZRgMBjmIpNuAp2m1WrGzs5OB1UEquiiVL7i7u4udnZ08HKZyQtTAtSSt+hjDUF4OJFAvBIQPHz5kNrNhIDam2WGi4HCtTQhXtFfAnnooKCUk6LW8vJyTWbPZy+Gr+/v7KcIxGPXDDz8kfK8PbBFAJ9zDw8NDDAaDBTKt1Xo5bMWm1Drs9PQ0Hbkeyio67+7uZrZ0zevr67i4uMj3FSqf2u12jk7XVhNHQh5ZV9mII9ZIL1si34wMC87WpAqdBJE67RYRGaAEn4gX2Fhfaoqw29jYiP39/Sw1EMhgKb1EJTHn85c3VlEK6jw8Pj7G4eFhfP/990kMVp5ie3s7EeBkMknDr/1/TulVfLor/q0eey9x2APPiIm/v7+PT58+xfX1dXQ6nTg7O8s9rGd3qL0hKi1CR95ZU0fGycKydkXKdV4mIhJxKBuUTrXcqchRe5hzU6J6HuVdnYOxH44QxHuQYUtmtexZCAhgrGzAGKo4QkaoLTYPquZWm5ExCw5uyn9fK8YYKIbY/WjXicCiHFWcFpvfUZ/KglU2XKGmBartU2jG26CdGi1TTqfTfEWYIFTPiqjzIHQMtd5W19c1lKmXlr5M1dFNWF8EHLKKsXLSuqlV+GRvqnHL0LgaP2ffBfJut7vwst06+VhluCYwI74cIqL7ASkyeCiyciH4AkQqUdH6+np8/PgxR37V7urg4XC4wCONxy+j6X63thJBe2dsnp6eJtKFHE9PT2My+XLCFbuCogTNWrqyu6qJsbdKQvdnX3XAoGw2WnUdShu2XHkXZZJTtqzDa55NUiXfrsFHmaJktX8LAaGq47DHophfFMmxo4QnHMR7DmXLfr+fLRwSUrPd2kKimlKDbqASPXVSkOrQW5Z6vZdDUWkSvKhFZB4OhxnQdBBGo1GiGfUjwxX9/Q5G3eepPRmPnnJtJVqrSp4xLP+GIebYNO+yu00zRIbP0P2p7xGADCovUYebKtG3tPRyHsPd3V1cXFxkwNSpYczWqXYufG4Vps1ms9SBOO1HIhGEp9NpfP78eQE12gPtsD+nNTA0pHw1S8Gp6mvoHx4e4sOHD6lfAOvrOjuMpWozdE1IhU3IVu0M6F2/D4aT9ddODsf2XBxcR2I0GmX2d5yZtRQ8JMaqJalBzvjA2dlZDor5PG8on8/nyVu5b2hGZ6Mm5IWAUKehqrQY+4n1rvXU1dVVbrTFtzgcwIEPWmatVitZ06enp6wRGcPt7W1sb2/H1tZWsq4//fRTEoiHh4dJMCGutGfOz89TtEKleHx8nJBTfXl8fJxZTNtUXTYcDvO8Og7ms0ajUWoOTk9Pk8gDc0F9PWgtIOslewqkUIHg5/sMWJ1OdDOZTFLb3+12czgM58MIBQqZDmKpqs7ZbJZBRICvpOlrLX1NALQXSkXXRC5WQrbW4uxsf38/x94pWAmtrq+vkzP69a9/HRERx8fH2XnheGA5JxsOh3F2dpY80/7+fsxms/jll1/yOHJtRu/v9N7H9fX1ODg4SMei8YfcatZHzEVEfPvtt/Hdd9+lUpQIrdFoZIsUzxYROf9Qa3bIiWNaUwEbaSo4QsmCVKfTye9b7+FwmJoHXEIVUyHir66uFg4GiignJv3X//pfs5++v7+fL12VcWRKr2VD1Kn9qrgBKwrayPKiIeSh1VYVYQwJW13ZfFANmkByISJ1EfxuJVdsJJhZob2MhnGWAUTkRqOR8IyuAT+xvr6+8MYmga6So7Kg57HxyKWIxXacteG89ZAZbSJGgbzyGQJrPQq8QuB6wOprnohRSgj2pWYmyNH9GYirMmekqmPq1PGyKo29zFxZ8wX4+k+BsmZraMFbnZ+eXt6s9fj4GHt7e5nh/bxnga7818APxAJVPjw8ZIa1BkobTi7Ys1+zLVVqXEfI+/1+DpFpDddzPuoRAsqm6XSaHYqKPCSy6fRlrgPJXlv7RsWhH9dwEjaeTft9NpvFv/t3/24RIXAIBlKNoBq6tiAppTqoMtD1cEpGgpCZzWYJ9TudTtZViJRut5v1uwChLSjSIrfqKCrewr3WqS8ZloGYaUDWKFFkyNr2q4o0Lbrl5eXY3t5eOK9fZoeGOBcjfF2GKZMqlH8tVqEHESgEFpDdOyME5Mrp+MJ6V7GZrA7xvc5W7o8zCK6e01f93us5GMy3+QM29vj4GB8+fMgaWgcGXwF1zedf3reJvxIgtZcrhKfqs6cckp1qFdZx7Hr6k1ob51VrdupDU7W6UWwUIhSMtOppFWTxqgXg4NAdQZdjBCQ4KmF+xMYNZlkHdmuisX5ZY8mNPeI/nBq2EBB2dnYyUl9cXCRkqjoE6EAtsr29ncdnUz5tbGzE4eFhTqnJqFUkUwNFrW3cPO0CIgzvoPMwn8+zzaadYmpLxBdlndLk4Nea/TmTP4JKzYocvaIbLRvBwOJWoqYqxhBzPrNq1avxTafTZMfdD2SgJKBy8zlV/IQMrGItnRIlQg1EkEIN3lXr4XrmFqA3pGIludyzLoIvTjwcDlMIpjx7enpKqA493NzcZK8fV0NAROLsAB8BnK6gvr1L4CNYen2mwdLSy5H2nod0uj6n362SfOjVQJhEKmhU0ZigF/HlBT/Wk8ZCMvWcyEFJS9JDBtfzTXFxGxsbMZ/PEzXWtfd3P6srAlU40uCrgOCm//CHP+RhGMisGhjUbefn50nsYOx//PHHPPtOVlbbNBovL2pdWlqKs7Oz7N9/9913cXh4mCwvkgZ5hT3udF7OLXTqMVShluJ8NpR2gnpR7a3+FxAsnEwqy2qrDYfDeP/+fVxeXsZ4PM53QHzzzTc5KOKdlTbMwSkMVKdCwNXGY7A2S10L3XgPRT3teD7/ciBqRGQJwJjASc5d6/fajXA9mQ/R5/pQHjgLgsrkmHGws9X68up1/XTt3dPT0/if//N/xq9+9asF/uPo6CizoYSEHCYFVp/LwgK2czA2NjaSe3J4j+9XMRPegXa/ip48p+4FQpjDI4+73W784z/+YxLleCl2KPlJShCI9aoaD2W4AKUEePfuXSZeicDgX00iEoj5BYFX0IHCCfG82LbT6eSBKHxTN2UhIIAlogUj8gsgNGJEFATP+v1+7O/vZ7uKo1U1lsMgPICszwnxArJ7lV0y+MFgEKPRKPvI3W43Dg4OYj6fp2FUiWftDjDu2iatOvIqdGq32/HTTz8lobW6uhqHh4exubkZvV4v5/mrJLtm/9pem0wmCVVBeohJi+js7CxnKuqJNpAXbkPwcF0Bm4FbV6WQLEe/PplMEsEgX80yRHw5R1ObVBY24MSYa20Ofv/qV79K4q0eq64Wxhvs7u6mEIxwh3CKNL7ZbGbN7f4eHx9T/KSsOD4+zr7+jz/+mPwJpFLH2pGFkJ59sBe4J/uH44Hc7K2EY9+VemB8p9PJE43sUT2g5vr6OklDmg9krBO3qFBXV1djZ2cnv+++q8T648eP2fUinkKQE/1VabqEIXF9+vTp64BQ9fUWiYPWNopsC4LVAyAZpODhj3oUUcOpZMva7lGegHXgJ9ZbWUCNh8+oAhw1JtmvrMOJZNwFDfc/acNB9mbz5Si3qkUwHWdRrU0tEaAa5JO/u08/q5arug9GgZgTHLWpDOfYi6r3rzBeGVbJQnvJ0a2j70XEAsFlHdXfauBqC8o5hioAc2zPLZGA29bz8PAwD8ZVxlXilDzYCUbWQ8vOjMTp6Wl0Oi/vflAm6ghtbGyk7dU3Tb2eqnV9EnpITJbFkSnhlHoI6efn54Van4aGErKOAQhuMrPyWFCxd9aznlVSB/msh+ADjQigSGySdLZYZ3QElq8CgkjqBBpZwYVFJYqu7e3thOSiqkX1RcjBKEFy0Im81e+5uU6n81V9DRq7N62jKvQwKam+QsIIFNfX19Hr9bJGtdARL0QaBhxxqptQ+QIGoHVT23OCQsSXdy9WZruKV9Rwr9uUHKj2jCu/goCUiWqN+HqoSWbkzNCA9dGRwd5XcrDqP5RwSoZKRsk88/k8h9V0FZQlnMs6kDOvrKzExcVFKkPrq+2Qj+12O96+fZtIgU06Zl3HQGu4qkPBd3W9epwt1mCMf1HzQ4/s3fFt1r6We9ZZgqgZmD3MZrNMNkq8brebvIlnsZ/WdzabZfvReSOuBQVA08q46nPI+9pRqwLC/9MzFb2PkFOMx+M4Pj7OHu4PP/wQ33zzzcIgR1XPuSgpLUPXdlpZWcma8OTkJLOLDABi2gAqMv1xi2oeYTAYLCizIiKPYwf/Hx4eUujx9u3b+OWXXxb4Ay1MNWO32429vb04PT3N4OPQUIbM+MF4o7M6LpwdAtFnxyJz/tflRe3syCQcuBpoRUOv21BKJSguInIC0ebTgXAewcM+Hh8fZ1kIaVDR1YAmcPmaTqcLx6mRprvOZPJysrZAipuxxo+Pj4mgtIrxOPZVi1EWxQshC5FqgkU90q/qOnQbLi8vo91+mfpz8E4lf7WPaytTYjJ/QS/TbDbzfEYJxj4rt3A/0LdukdKA1gbpSo+hm+U+BDLch2SCAJ/NZjnXYSbi4uIi7R2ikRAFrYWAUMcyq2aAyGJ7ezvrvCoLbjabsbu7mxBdIFA+QArYTc4h0tbauDoFqKrF4203iCvHizEmPMF8Pl+Ag7IcYRQ4itjjvJVP4DjaNdja2g/G/IrkMqPMpD5W4zPoSj5qpUEaxD30AXVWQXCoXYWqpKvCMoeUWn81fK33oQP7xqggpvH4y/sTOJQkINvUUkVArPuqPKl8htpYkDH7sLGxETc3N/G73/0uvv322zg4OIj9/f0UHbkHz4vQq4rMKrKB2jyPgF9LW0IvtbQ9FVi19ATVdru9cPBqbYUiw9kwBMHOqpqx6jygMXMRSruIyGS2tbWV++pLsFQaSLCuL9jQzozH43j79m0GUDbE978KCE5j7ff76bjv3r3Ldko9P15LxSZjatWMblBvVkS10IyznhkIXtXa3oY4olrdo9Ph71Xyq8Twc3W8FGEHmoOPHAFSqEwuGMboGGUVbPnM+m82RltSQFRWCJxalq81ChxeeVXl3bl5/1SScEJ/r3Wi+/a71sA9e8bXrVhOFPFFb1D1DIyOMa2srGRmNlpe973ZbKa+pJaC1kLSkLmRj/bGH05VhWACjYN8CHIETCWTL85eCUKkobWv+2rEvGpGqjDLujkd2tprYytzJRLsvmQhEXFwAb6KvKqGBDJ9HXT8TqPRiPPz8/SL2sav6tM6HftVQNjd3U02HTOtdeRY6VrHe3Mv2MEZOIQ+8WAwSCKFQVUlG3ZUbVRnJWrvV60+GAwWNPeEQkQqAgpySs10dXWV8wKiOhFIZedtflVNChx+F1SWTWptzgBroHGtCiM5k4BlbRi3L0Zqs6ui0bWqHsHPCpACbz030c/7vNp5wEuoU9WnjMfpR5waWpQIOLYTl6EPaA/itGacRGARBKqD9nq9JArZDxFR5Twck6fsBPuhGW1fmR2ik0iUjzK8BFBH/CEx15zNZtlqJoGv0nSTlvZEIlL+vfYJ+1Trft+r+hLEZEQsvH6Ow+NpDOYJjvUNZlqqTi6PKNJlL8rwxl3Grnfre0im+po0C1cVbXWc1QQax1AeGGOVjSpTyimglQoX2+12Xp9x6lv7HuOsrL5FE3Fr9uGkteygsaiZzks+SIGdlATRVEILAkCq1VLJnIaa08/WY7hlukoIVSVklf3WVmftIsjYXhTrXomtBD7Dbb48h6DkxCKnbz8+Pma/X/1+dna2wOAzTPBeZsVvCIaSwMbGRvz2t79NG0BIOuiEOA5z7hwMcF85VtEBh76+vo7j4+N4eHiI/f395KXMxDgrsh55hxS/vb3NbkEtH0F6a1dnPQRXLfrz8/Pctzo9CQlCBta51Xo5iYuWRWn1/Pxydufvfve7PFLt17/+dQwGg/j06VOcn5/H7e1t6nsguefn57TdSlgfHh7G/v5+/PDDD4sB4W//9m/jp59+it///vexu7sb33zzzUIbEYnh4etGYzhvbm6SgTfKq6xg9FUBVo9NI4ipY7wQiBYk5SOCS9RWjwpKFSYKYiIwaGxRjDrXDAB2MmikkeAistayALyz0OpAJy0x8ppxDTZVqWvN4LWdWY2wwsWqAgX3CaVkcRCzsuBQUJVRa7sKGrK7oPn8/LwwzYmARm7V0qm2um5vb+P8/Dy7UxSrpLbVCRzSI4vf39/HL7/8ksHLutV3DJycnMR4PM52dkVbSGh2CvXpRmhDQ4oc1fr0er18wQv7rYS4VrBgqySGnNg+3kjgQBz6PEIi5ZvgX8VYtcRUckCiNzc3cXR0FO12O6dAXUuCMntjX7R7b29v41//63/9ghpkhNquqgekRHw5XFJtXqNblYYy5JoRGCAxCDGOfjGHdb3KnHMWuoI6OuxeKgQna4ZsBA1/wMbaf641eB32gXpAe0Sj68vAa2tr6ZiMjBNZC/fkeQQqbSf3EhEJY2uGrs9Tjdn3/XmNhGrdW4muCpEZoNpe4GKMntN9CP61ZUytp6bHzusuYbTN7nuLs0CEQ3KykME4z3Fzc5OvJiPpxfhLFqC5aT8naHn+ak/Wr9Fo5HgwQdPT05e3OrNNKJajKsX4ChRlrfiK7E/JC5lVvsYePTw8pIOzESQlO3G48fPzcyas0WgUR0dH2UZUFlZ+h49ILv7fWtTpywwIe3t7cXd3F999912ylbKg2rxmspWVlWyZrKy8vLZcELCQWmCO/6rCHL1nURt3oaacz+cLY8WMGVnIWSAXEVQwsVnu+f7+Pqc5a6tFNK3lRo3qIL1Nqgy6hVV6QBKIu9pZqDoE9wQJeQ7lUSXvGHNVG9r812Rj1SEg6OqZE4y8inF8lueth4Eih01UVrRQW5DWxxc+ptFoLIx9I4e3t7czk8p62tnKTSdxtdvtPCpM6Skrc2L36P4MfrFdNoW3qGVpJfQ43fb2dmZlSBU3Y0915V4TgBLG60SjAycQ2jtcQH0TmWsJ8u5X6TEej5PArRyIUtGzQDg+y31JfCTrdcI0S4ZKZFFWVdWYjHV+fp6E4c3NTc6pj8fj2NraWtDKT6fT7CioExkZskjUrXWNe6lTkeYinL3XbDbTyUFi0ZrzgbL39/dxfHwcHz58SL27xfceyf39/Wi1WjmSCspisznCzs5OHiUn81XxUG2bjsfjOD8/zw2rbVaOLnAR3DBS2ZWReS5ZAERnLBCb9xog1I6Pj/M61hLngACWRdyf54h44UVwSOp4yslqaMQ2OIJa0smqzeaLHNh7G9gJSXO7/TLajM9ymO+PP/4YS0tLOevQbDbj7du3MRwO4+PHj3m/gp2sChZrc6rpHSXGsXWgVldX8z2klfCrrUS2hrNCyEk6FWVYn9pubLe/nLNZkaZg0Wq1MvgpOyk17+7u4vT0NM7Pz+Ps7CxLHvyRoFSTcrVHcxNVYKgs/Ou//utFhHB2dpZ/LIa36ozH49je3l6AKfVI6UoWgaEyBSOGKEAmGwN5aEmCn6SgspbsZmMFFJGRA3sBanWsXq8XBwcHqQhTF3733XcZiGQQR4rXVqQZdpOVvgceK2cYLblzp9OJt2/fppoSS64kqxkC/Fd6cSiRvKIusL+WY4jLqmFwfdlYr9u+QCCeH0IjkhGkSHIrCoCGKola94JzKBMIldrtdnz69CkPPDXPD5FAqwcHB5kc6vmQDBhJGhFJYOMWzCXQlph/qFoN91nbg2wMV0C67ACfKlNXOtfnr2cTQg0Cr+twxPl8HmdnZxncldJ8C0la5yCUdNSiVVBXS3WCPevnvziei4uLTJYOxfWVAUFvntosIvK4qerkMhZ2vfIFl5eXyboidTgQ1lx9UyEuA2OkSLP6ghLG5tgtaESkNdTECEB/kO3w8DCP57KwtXtxc3OT3RN1FUeDchCn0+k0A0ft/VofIhSfXx1Z9lBWVJ06VRx1X83UAoIOhOtVzgI0rlCW4ar5rWO9J8GQ4XJce2Nox14L1p4NuQeq1jKETgUiazabeX6iGr7T+TL1N5m8HAnf7/ezozEajZKo5uw//fRTnrxFLHV5eZlZ2zVxP+TwnpUz1M6L8lPAhnzqWRoCea/XSzk0dGRfazKsJS2y2XNWvUltoypp/Z4yfW1tLba2tpIIpC6u5zUoY5XPVV9jX2sZXVuiCwHBD8/n86xT3QjxhuEgxlcNLyIWjiR3U7ILiWir1cpAQ1pMzSYKMzBGfH9/v3AAqUhq42Q+LcMq1tCdMPc9n89zzv7u7i4dRnCzmaAuGKwGR476N5tagxYWXZ2rluMoNolDu2atK2srEfRjMAyTE75W58lQ9pJR+TxlSq/XS+eE5BDBleitxKxrWYPpdLpwEpCj0aBFXAoCspJeVdbt86tgjJMadQfZn56e4sOHDwsqQB2jbvflPaNam1W/736VgT4P/yO4KgnZJEVnJZ0RznwE2w9x2RtBllPq1igX8ABKhjo4VTsOUImzDyq/UNWeNZFZG88vOHuhC0L2zwqTQI/t7e2Fg045Bxizs7MT8/k8nZqST5SSsS0adMHgKikzm83yd6rCTR1nQuz8/DwPJWm1WimrFhSqBnw4HC4EIQ9bWzXugzHLekgbbUffqxCtHpulRqzCIA5ZOxR1CAg8r3W/Uui1thxhxkgEZYZcUYNg4/ORRX6ntqnAW2cgMFBwFsklkJL20kgoYwScelYfQtq6O3sTGeZchYjIlm+r1UpuSNZ+fn6Ot2/fRqvVysnJk5OTiPgySSkICyD1uDEBUZdiOBwutCufn5/j8+fPC7MAHFB2FqgiYqF0EOjxDpVshBigZkFOhsZ91SCBcMWvCO6OUK9tbcma00MstQMm+Ppd6Ob09DTa7XZ88803qQ9qtVopcFoICEaEvXLLwFG3282XR1h8Bqg8qDclSjLQOhii7+p3RFgbCD4ifCw2ZIBtr7Dn6ekpFYgYV+8CRFracDLSw8PDzHKUiXT41aFxGZzf+/lGo1Gcn5+n8fhdhBIYy3EqpI9YPKjEBkJh1lUWdZ/IIUFFKYeEqm1IZVCn04nNzc0FYRNyForY29uLfr8fJycnMZlMFk4l5mgCe+V8Ir6cn8gQ1bs+D5eyt7cX3377bTqLA1CImgRHQ1mOOucwOgU1YDpW7+7uLu7v7xfOqNQ2tXZKBuIjXQolHIERx6T/r1wSLg1io2fQnmUzroljsU7+n29IChGx0P5U37uGwITcv7i4iPPz8zg9Pc23lktWVfbcbreT81IW0SCYc6kE6VcBQbTwqqna33ZDCCybhw2tIhjEDwRQDbqSQ9BH7b8TndQaEzEmQ4E9iBhZEckW8eUcfYvIiJ6fn7OurOiH4cnGYB7S0kALx+10OnkiT1VQVmcdj8fpwL4svklCDqoU81kcjSaBIVa2u0L82uKsJKM1qj1pLUEojTMQbmkBVuGP7+nYVIEOcZn1VQJAcRGRhC+CEIGs3UWtaK8QtF7UEvHlEFqIYmdnZ+G5/FydG6klHaIN/Ka+rHMHHMTncUZox33bV9dSGkFN9TMrh1NLCPam3Vy7a9Z+c3MzS9sq+oIuoFd+4Hmr9gVaaDab+aKbk5OT3IeDg4M//zp42ZjxEUUwIA9koUDSKu2t/AEDU49aFG2SSrhYGL8nQlY1JDJGoKmMsyyrP4sQqhFbD9/EGPgoglOZCWY2x/XVxtZGdsOmMzwGUBl8AbC29WQ8ELzq6qtSUJBgOBUtVOFYbWVWfsKzyZiCmJ57bT3WVqNXjlUhD6cDxZUYtcUnYdj3ihjtPwirjq7ORcLc6XRSvYpwrfcPgUJEAhKHlWyoZ9m2L8pOn8mxK+MOXdZzDWoiE5AoQ5Vo1Qlr6aHMsda1EyAx8gXPVstE9uPE70ajsUAMVg2CwCGZR3wpoXXI2C0/WAgI9dhuPXDHXF1eXi4YIRivhnSjohbiBuz0PW/2dUjmeDxOCFcls6Lj6zHsdruddRporXMhKoqC3rCkRFldXY2jo6OEW41GY+HoKoRcnQTU61VzVh2F0qbZbMbd3V0GDgNZYCcjslm1982AV1dXF9RzPm9vb2+h2yKACgrQiBIAQlP6MCzrA3kJSiTfsh8EU5MAo2RAnLMKkyCRyWQSR0dH+W5NLxRtNF5GiJ3V6Xj2jx8/5snROzs76VyCNkepylUIzntCOApov7e3F2/evImIiMvLy/j9738fFxcXyf8ocYjmqlDOPVeURw1rXapEntPjrZB1VXSGrKwKwUrMK7/ZiPU2L0INi7cQiPkHJOuI+Kurq7i+vk4/9X6Ru7u7OD4+juXl5Tzvgnz64uLi64Bg0fb29vKEIGfQ1aElEdhiVIJLpL+/v09H3djYyAMi6qScAALevY6oDA/LjDjEmiopCHPUzLPZLB3I13A4TCOtrxwXtWtrSEDq9XpxcXGRk4JqYSgFo61LIohOp9MMBpVMsmayVsSXV9vJNDWzaAlWjYQgq6RQw6odnXo1mUzyJGoZCSJQ80ITNaP63PF4nC8fpbFwLTMKOCHB3T4J3rJy7cdzEEFISTabzdJIrQnxGKJXEK0zE07Mwj1sb29Hp9NZaJN66Y/MqMuEfyASohUZDofZksTl6HZJbgLV6upqzgwIqhxTMpOUGo0vx/8rc6AONlTRh6BTdSj8pdvtxrt371Ij4j2aTj7SfqSyhBR0wAj+lpaW4ubmJk5PT78OCPrfDlmlm0aUEStVhZv/gsVVdQWyiMKkmxGRMmURl0YBwqA1gACqMclGjMaiVYFIJb1kdXBfFoBeXmdwDDZH1WngkBxGre60qCqxth42BAch8Pk5a/eaa7GOlaOAwkBMSIXjMbDax9YB4vCvSw3dDWhA68rvcnaci7LIOvvM+l5GSKeWOK6PQCaftY8+83VbM+LL+RMCFthb28vKTs6N0JtOpwvvrRD4zT0Qb1m3mkQEQPfsGhWBaUVyZIl4ME38AAAgAElEQVSO3eG6qrxca9a1lNhKA88qwIzH44VhNYiyvqDndWmsdVyHCefzeeo4PKvv1fc4LHAIt7e3Obde4UxthSEjEELEQAwN5AaJGf/a2toC9JVF1LZVAyAaVxKuKs9qgLm/v19gYxmrhbBAtb1C9VWvrV4HwSt5Uwd2KgQnDLE+lfSzOVWs4360UyGCyp9UCMzJfSYnYKSyZe1QCNh1jqO25PAtygHopMJa9w2SGqYBdZWXso7x4vo9iEsScF/VsGs7tZLQVVDDcGlBqgPYc3vFBpHMfq6utXK3Sucnk0nahM+vgZeugkNBYRUZ/B/t3ctOpFl2Nv7FmSRJzoc8VLarpZZrZMkTt6f21BNfjuXL8tzqG3DLA9uyuu2urnJVVgIJBAEkkEAQ/Af8f4snovzpu4CvQ0JVCRHxvu/e6/CsZz17b3ZuvARx35tkrzUF2oaCmOsJvMpj+3YgZxHFggoEkcSzZ8gAwzfThv6PpCLI5Lw3DKcHNLlnZ2ddCqi/TKRAsbq6WoeHh3V+ft6iovX19c7+4DuDAHGXlp7OggTTEUIi7Hg87mPN1tfX2zipuN6+fdtw9+DgoEajp7UH4Lq14pai6nyo3XEXxB0p8snAZ8v55eXlbj9qaxK5yPyc2QRXVW8aI+Bq2cmCAgEDz25IkqWJLsyPfy8vL/d4eYbV1dVeHTc3N9fKQYgN1CWBpvsQqBMR5vqMJD61/1KazVhzpWz29927csLRcDK8szsXFhbq5OSkuzKeaTgcdvkADoPs5hbqwsmYE5CaTBly4LTG3d8FoPy7wGBujCWeQmkl8TjWzrUlBGhB0EDSEuuRZT8+PtZgMOhEA50qJ168eFHb29v18PDQ9gnhQpPalNSPPwsI6p3hcNgrAMFAGUJEvb6+rj/+8Y+1vr5eW1tbtbW1VTMzk+cfgm2Z7dKgQS/93GxRmVRQVO1DfgrGz8zMNFNcVS2o0p3AwkI8MpcB2t7ersFg0H93xp+tvs7Ozuru7q6Z9CSvbG4i24OyKXVVg8scCQWJwGQPL+VGCo6MpXICzJV1prODUkV/+/HxsSXpAs3d3V0dHBw02y4rZ1mGw0Hizs/PNwk4OzvbC9s8q6A3M/O0KxKOBbpJW7i6uqoPHz7U69evJxYbHR8f9/gYc6gGWktkxZ6ur59Of8aDsZXhcNjt7FQYTq+bSaRChJQqT2Pw6tWrdnTckaAuuyPsOGwuL87Wo+eanZ2tvb29Rri5wzMurqo66ClLJQwL/FLl6DndV1U1RyM40hr5+0RAYABzc3MtyhDN8AIEJQ7duLm5aSFFtn/AXM6eZEzus3B2dtaf9XmkDjjImHAFoDCVIsgKtoJF+ueDwaAJtv39/RYXVT0RqckjICQFwuRCvEem1O4hpLm7u+sAguD0ndPtLAaYfMG0EMdPstIQQAqCsj2Kgeegy8vLtbW1Vefn5/Xp06fOWupqnRWBB4y1qUjVM6+RLUd1sFWJWtBKO0ab5ZGgC6obG06UDpkkm/GywQmZsnEWPGR7Yjr2J+si1gTdLEeSAzAGXlrsUKt7UlalrbNX35Xy4JSz65DwsSTlU+SUnIkgkC137VIEt8SVKEYCyPImuRA/PwsIjt3SgtGGQmB8+vSps4wfLYuHh4cWU3iYqppoFYq2DBXrnVDNEXGgJ54goxxEYEMPfAHkAKYzpFw8BCGI3KAnODY/Pz+hSAO7EXOcU6Zi2EkwmoBkpxlZClpSGk5VphYVGLLNKzB5PmOThFIGMCUWp8lOjh63uc7FO/Pz8/1vtXsaTZ46BK5Oi9eMbdbxKZwSQGQyR8Zn6/V/I0KNVY5H2lrOuXofFwCeS0A5XlXV6xuSnJ6u8dmGOc+OWGZ/JCTimj6lqrpUgCQEXMgKmszn1R3JOeT0gpexEoyMo2dNdKxEWVlZabn4zwICAwanGPna2lq9efOmJ8gqN1D4/v6+jo+PG3L7HSfa3t6ecCzOOTMz00jA3zgUGIX8Abezz26wrXJEHN7e3vZGHLLa7u5uL8n96aefmq/Y3Nzsejk5BTUZLmAwGDSchpjct2AlO6Vj0S8gFAXSnBxBMpVm6VQp5vH+LAlS4CIzM7DLy8s6PT2dQAXGGlqw3DYzD+Mz5qThDw8P9fHjx0ZCW1tbvaAGMlhaWur2bFW1jFsXi/GqXb///vvW7GfHiNFCqeaVIElAyXUF5gYyYCdKQEpVeyO6b3OTJSFEIWFpU6ZTyug+k4E0s7qWbML/7Iwl6y+osjF2Br3nxrlIS/tASohk2tB0InidB+ekpIy+KjZI+e1vf9uyUDeRDysiMlY1P5JCTca43ZzJ29nZ6UyVWdR7B4NBzc/P11dffdVZVGCwnDXvhTxWDeQ6IrrJMTCcRCuUrgECkYnUVTQIKRoRzRmCbJ6EpCBWVU2gEplY125vAE5AXCIIZZZMBxFEwUJkawYUAYP83HJrC3Nk6YTNyToLcEoIxopjGgwGjQh3d3f7EJXb29suH/b29hop0otABQRSiDxaF2cXPj4+9sIbyQPpKTFkJhyPxxOCHYfxEtTpsWunSiqSCT4i4T8nFbxmZmbq/Py8lZ1IbKVOKmjZSC5FZ2OQVCopk8CEOPLvEEy29QUzAdwuUg5CzrIsW/HZsk3ZwMPDQ33zzTeTAaHqqdPwhz/8oTNVQhw3nVpuAg6RR7bOGpDxZQ2s7uWAshLjl7E5xuzsbBsspxY0EsqBYXZ4VmeCWCKlZ1OGIC1pB6w1hzRyhSQIaKEIZv7x8bH3/KOpkM1evXpVOzs7TYymNgOKWVhYaMSRPe9pjUWq67yyNJB93EcqL0HIbJ3hSxiSxVjer2vD4Dc2NhpZ0YEgeXPzlWytCVSCrsSiY4SsZvjr6+sTZLFkBHZDC+aOjehyQarKFI4NXksgEGpm4+m63fi6P8nIYiS2aczxGbncOjUUrpfkIhs11tmWZWNJJD4+PjYJDMlkwEiEgtSkuZAczb3n+4u/+Iun8Tfor1+/rqOjo84oJk8UM7G5eQajF3E/f/7c9UoyuLYBZ0SJFMA7kPL6+rp3z0UeQiNVz7UeBxC8GFm2xvw7iUwZlJHkIMkaudDG+xh0GqnrM4hsNeEEdGdkuTROwU9wS+aY4RirRACCaT4Lo80WJVJRIAUhp8eAQwimuTbE+zkkJZ6AK1kwTORqLgu/u7vrna3Jux0vpp0oKWQA0calrvTMWpNZA8/OzjazrzRwD5AKLQYxXAbcJAkFhNRDELTJwp7X+CEOoSw2mGWfeRcgMjh6TvxCch38zPyyW0iOrsTSdVvNoQBSySsJs5Hp14QOYWZmpk/QReyls3ACEXI4HHZWyFrEVtogIqipP83IGZw6DcRVJzF0y2hFfwtpPNDe3t4E2Yf9vru7m1CK2dMBhCYaAfOQmoxAz9d7tBGNFw0Eg0oDkoGgE8SSCUYsygCMedrpQccMAH68GIkgi6gztmAiVSKIrK1l7JGr5vT+/r5XdipB8DwCH4Sk7EkxDAfwb8a+sbHR/Aq9gLG00Qo0Yuw4NSie60RSxJVoIUujqmckKGBnV4ozy5oCPMeReWVXbUEIh2NDrBCdYCbLsxdObXxS8Kc9yAcyAWU7mz4mu0Ayv/UtnoONsVUdMkH7ZwHh3/7t37qTwPiT+RTNclny4uLTcVsWJqnrc3vsFy9e1HA4rE+fPtX3339fCwsLtbu72xtiKEk82MrKSn38+LEuLy97TYVDNGXdbA1xtNx04+HhoeXJyhYahXRMfIISR0Y/OTmp29vb7merobVNBTVwWyZ3UImxyPrfDxSQpU1OtsyeMBEsBy0Fvpwb/1WTctrLy8sOpLJWElie2+9lKdoHfBKH4/zGfPo5dYysm5D9zQ/9QzoJclDHx3ZqygFtZd83Ho977wPzODs72/ZSVROlEHSBp8j1BtrOnnM8HtdwOKyq513EEnWZgyzdjL95TEg/Pz/fNuP5c+EY8lm9z2GzbGe3yREJDFmaHx8fd4tdMM0tAexsJRkZ30xCE23Ho6OjOjw8rI2Njd6AUuYAWxgwkcby8nKLe9wkRVzWlupvweLz58+1t7fXGZz2gaFYUvv4+Dix2ssuwgYxoSLj1urMNhy4JdNyANFeN0NUrao2qITvvtd7wGTPOl1qCKSzs8+bsSAepx2d3oARQFAmLY1OqSYwyz6+h8EmdyMAgLwJGcFoDkzYY3wgBCv6GLYAK2i6X8+gdtXF0r2yLwWnsjGujUqULFrKuJ+UgSPVUvZ8fX1dp6enjaymt+kTLJVTuVmtjJ+yYOg32X/XFTCMpaRl/UqibAIr7/WjPZraEEFSeWz+JAulvPnGRUG/uUI19wXFKyFTb25ueov7/zUgVFUdHh62NBjRVlXtxKIYA8Md5EEsIBQjMYBuIrfG/vM///Pa3t5umEWjL7tZOSkqIi4ZmUgvi5jUZG+TzELeJBSDNvzX5JLPUrkluSkYqKd9j+gO9XDO7InnDr/uM/v92dXJYDStO0huI4OP3+V7ksX2rGn0KayRef0tA4f2rKBQ9bwWxHgr+aAbDmJbe8Rc1t9KlFT4VT0fvYfrYY+5rgXC0JWSdefm5rqGF7jAc4nLfAqISTpDaMbOPGZGNe7ZkRHIQXPlhvenqAwSm96YVyJLvixLNXNa9cwnpV4jyerkIdiV8YbifxYQZALbhc/NzdXe3l7d3d3Vhw8f6vT0tJ1zfv5pJZ7+vElMXiADijJDHzoXTX3zzTc/24LMxFvbzWFScWXi9WdJjUXt1CoYRBOdMNGAyxzuz4/B40QJ2dPxUhI6Pz/f942I8wMuZgkmc2QGR+B6XuNr0nPxkmfJlhznROTmmGVHx2fNq+dkjByRcwkWsliij1evXrX+IQ34y5cvdXR01FkqBWfW6jPyXAmollaC6bsLPubKM8mGuJGHh6edmD2nMtImu7YSg3Cqqq+VBOzNzU3bpCBiyTnYPjMz00jY9QUE9gLRmb/l5eXWr8jiOBwEt7nL9jJiMEtA6FTSNX4bGxtV9ZTkTk9P68uXL70MW1D5X/dUPDg4qIeHh/qzP/uz3uhS/5zjy3Z6r4wst3K+v3/al44KkQhElpifn69vvvmms5617ikC4SC7u7sdqERfEwPS3t7e9nmByhIbjHjw6+vrGgwG3Ra0CYZAI/OD1360a5CaYJ2WkuxuknPNgZODcnmroJGEIMPxjKAiNhwRquRJUZTvYWy5x4PWGsZ8aWmp99czj6urqxM6ieyBZ+kB3Qky8/NPm7dw6uFw2PV9wlSEpIylTbyxsdGB9fDwsLMzknF5+Xlb8URl9miQ+RwyawXg9vZ2XV9f108//dQ8DeIYejAWNzc3dXR0VFtbWy2Ldu/mzfaAngccR/gZa0HcPFgYaI7YU+p6qp44CrJ3AVnJxAdWVlZqa2trQvxFNq89a15z3Q5boZeoeiZgEd60KQjIiYBgJZX6hCpLDWXyz8/PW2gCAYjCjEwAuLt7OqkWF+C8vc3NzQ4qFo3YhyFZWgtk1JjO+EM0+rzzFjIaWmmZZQMnB8uTjc1+dNZ3KTlliKnSNOlqvISejF6mUVZki5Lz5VLcrJ2z/acudk21Prh8dnbW1yC8sn8jZSPjSMYaMmA0mfFkYgYmkMpU2nFWyz4+PvauUdCaoOqgHIKx1GVAP9qIan4IK4VJgpJAC4Gur693/WxOoFmIbrrcVNom8squEvThO9hDinqS2zE+XsaJX2QpwDFxR2zRPXqv9UISMHuEzO18ZHzNeZZH+bvBYDCxDDw1H20J2FtlQS5NTrLNACQBhTDRr5Wtv3z5UsPhsHUJHOPq6qqDB6nu9OEVDMnEVj1vJiHSg/l0ALgHbLgJYXRaV6L14uJiwyhCI4bg/twvaGgQU5acxGBqDNx79ptTVyBIeY9sz+FSV5Gfzbo7f3KsZLPsfae2Q4D3e/cjOJprz2ZHIxA1IbANNqhNc3fj29vbDgbgNG4GotKt4PDZihVgsOngdAZdTpj1OLtwnevr695s5+7ubkJzkeKgrPdxUsol41VVE2tRct+IrOtTU6JEy7KTD0EXqUXJzgYUQkfgb1rAkoiyEi/Ans1jXktQev36dSfSiYBAq+1s+b29vbq9va3BYFCnp6cNH9fW1tqxTJKbzNpRTVNVLV0+ODjojsTW1la9f/++dnZ2ajQa1ffff18zMzO99HphYaEODw+bud7Z2an37993qSI6MjJEjcDFoU3i7Oxst53u75+2pF5fX+8Vj5kNBMTZ2dleyKMlNh6PWxOR0lVagWmVm+CVxFm2ILMNxSjSOTMQY/VdI41QmSKAEwSBndPGkYIWpUw6KWfHCRhP5UzOL8adFD3R2OfPn+vs7KyFaQIdmGvPhaWlpS7FBHiO57Nzc3ON+rLdTI7tQBf1tWeUPX2npGbLOWOSfMDDw0OLe3TczIHyBspDamfpy3llfAGHjSj72EIG9VxfkckEQoGOsqPFfgVMO6LrmpCVKwE9I0LYq6XL//Iv/1KfPn2q4+PjNo7p3vfj42O9ffu2z2mUkTCsIiUe4f7+vo1oGk4LQlXPJJbJSrgsw29vb3fteXv7dC5CVTX0xNibfAKP7IrYA88xcIyoqvr77ZHnbzbfyE5BOh2kkst+wT1jlix2EopVz+cy5NiA2pAE58xWl3FLTUhCUuOZwiykrRe0wMEIcwSMNOrMLAmTZebHx8feF4MWhfBKyzhXhxrby8vL3sRF2aNrI3MdHh5OSOc5BZuSlWVrG566tpLL55LN97nkkJKcrXreAj5LA8QedGwOrVfJgA4ZYPyhQn/TOnTQDZ9KDYfv83unldPx4NfYm3nzGddJ2TWUcXZ2Vn/1V381iRC2t7fr9PS0s4KTZFZWVmp9fb1FS4eHhw2BrMU2qCKurJZcg0i6uLjYuyc5mFVPGvOLWNrf35+QaAoCaixdAs4kS3MOxgpGWdn4+Pi0XkFXwlFYMp8NXtRe9BgGVR0rA/t+pUnufZCTku1EzLB1AlU1EXQYq6wNAlbVRHbP0iEzBSPJ78p2HsJJRjI3uaciWCwQQ35V1Y5JB0KUJEhwLDWqjU7TmWRaEJ7+JfUNPoNo1E4cj8f16dOnRgWQqqCH+4LscjGe1YFZKkhSbBdKyszsPZ4xu2WedZq154SCh0DASfPsCwEXAkxtg+djL5Sd7BCiWFtbq5cvXzZRvLa21lsTQHfkA7pggsNEQLBxiHqaI4CcYPBgMOh2Sop7rEcAo0E78Nw5BshHqEO2MUj+LRIaGFBbtkuVo8HKug2pKSvL2uA9Ga97McGJdJQNCJzLy8tmtBM2g+yk2SAexzP5oCASKVEDp87sIbDlCkWMu+5G6hayO+C9SCUB1LUEKPdoDJNQE3hz199pTkfLTuBaWFhowY+xQR6Cy4Iyfb/78fcsozJw5Stby14+b0y0EImqBGPokCMlb2EOfBYykOU9hznN8cL1KHlyXgVUqE8wzIVmEpr7NQ4Cs5/shmQwSzK16nlhol3E3Q8UeXd31/ud/CwgmJTb26fjwLe2turg4GBCrbe2tlaDwaDrLcSVbCoLz83N9Vl+BDoivKy9vLxc79696whnZaEBWlxcnOAJROBkt9OpRGJOn3WY6K5lI7u6H8fUp1N4HtnfWQImIQkz32WTFc6Yzi67gsO+R9ZPCK5MyGCF8BXkGG8iAOOmfQWqC7xWP87NPR24e3Jy0iUHgm0wGDR0Fdzc3zR34RnsYXh6elrr6+u1ubnZmUirOb8v696dnZ1aXFxspSIbklQSUZpXc/L4+NjdmYTe0OHFxcXEfhfmIYNB3otgmskB8tM2NRaCkucRRAQAf5tGVgIbaJ+byCTMZwN5r3QQ6Rvj8bjHW7chk6TyI4NmltipVagKDuE3v/lNtw9FUDD8/Py81/snZ2BZr8NRDCLU8OLFi9ra2qrZ2ad934ibBIjNzc0J2LmwsFDb29s9yLngQ+2c0lBkZarmRG2Bw+TgMTjJ/Px87zfIEKbJQpt9zs7O1sbGRu3u7k5kr+nMK4gQ03BcwVP2hyiyv2/yfE5wFtRkHlnbJEI5xhEPkISujJnjg+zLbO+6m5ub3d4dj8e9wUi2gqGUXEVptyuBiSO5buor/B7ZiQyTLPTlEZBKAPqO4+Pjzvi5dsNYe27kH7QH0qf8WXDJ1qasLWNnpyfVqjKz+WFH+TccU3aKsnSYmZnpMyVwEeZQsBBIoKrkc9I2sovlOQSzLJtz+8PHx8f69a9/PRkQQLXvvvtuQkCj5kpoqr5CcoG2jNHBKsoOZzxkC+7u7q4JJL+/v7+vs7OzOj4+rrOzswmGPuGYhwaFBKLUCkAT038zQFXP6+xzE85cj5AQLLNjRnCOmLByGnVxnKrnPfOyq5HvT2ZZwJkmldyz4IPt1gUhciKSMZeybAYWWUydu7Gx0U7D6NxHwuXp55qdnW2nS9GaIJBBWotXaSUgVj2fh5Dq1DRw6AGzn+dosCHf55mzLcceEIHZ0eHsEkiWMyky46CJlPjDeDxuZ+Y/5ie7D0jiXJwE6bAF88LGHXT08PB8KJFynQ1DmsmDsHl8ARSr5Tw/P19//dd//WSfjDFPzk2CBNyziiojIFZXFHbSs5eIiF01uYgR2ZYeYTR62nGWU3OY3PU3RUHQi/t0TwaEUZo8k5t1vTYMR9L7lt2RlpRuq6urXf9la1Ftim8QkBgGg836E5O/sLAwseKTkwo6jC01B+PxuGG4di/jyXHnhIwidQ8Ctkyt7Mmj312PgMaz5FZgnMjRf7ii5IvYAyIr6/8sByUV7U+OIyuzg52dnR5D9uUaMqss75W7TQkWuQyds7Iln7fbVW40k0hBYIbkEH7T3Iz/SkjmWplrHHIBWupisv43rxlU8idRi2dS2mcw8G+vDgi2fk55ptp1NBo1s5kLTETyqmqhh4vjEPK8Q2vQZR9QcTQadYtIBknlHthsQt2bxU9KCr/PWi+hsIyn/jZp01GdcWW7iXOArLormUHX1tZ6LwbjxPkEl4TuDw8PbWTKAzCWkQtoAmSWHtCDLOleBFjBDJJRCsrGSjfox/3KzCnRzlYoA6XFdygr1lxJYczBbkHm7OysXr582SQsaG8+9M7xH4RPbHFpaal2d3cnYD4jz3ZhBmFzlJ0LUt+qapu3yQj7zLnK4JPXyWzOjmXyJBH9KMd93ryzE6w/m9DONIba665nPlMbYi4tI88xzU5GliUTAcEH379/3w5f9bwMd21trba2tpq44MSgNnGRaOPGUnCBR8jFRcRHDgb9+uuvmyNwUIvTgBcXF+vs7KwzJ1IpGV5QUKQ0obKy1gxnsWGo8yCsc7i6uqrvvvuuJyPbMxmooAbBDZxjDAKSbOR31m1AH9qKPq+sqqq+tmhuQYzAB8oSx9zd3dXW1tbE+hJZxf17cUhzWlXdZUpDY+RZPrIN92ptwNbWVrekj4+Pa2Njo968edMEtLUxjH88Hk/YhXra3hYW5FjqnLZJzzA/P1/7+/sT8y1RydKCGyesqkYmsi+UeH9/30Hr1atXdX19PbHHguskojMXKysr/X5BJANSdsiUzHgKZY2gIzBA7j6Xug6oNQ920ebF2d3fP5+MnsknrzMREH75y1/2XvuIGT/gjgGEGMBOrKfdc5eWliZEKr6TwyS8x5oyzGR9DWQShIxmmrWGYGTNLDegi+wA+E73IuNhzLUHEVKCgbUcNkoVZUFdCCfbh6Jwrv8Hd7UUUzUngwgSIDP08/Dw0NLy3MhEFjMWVc+wVy/dj99hpGU2gUFmgy4SliNmoTtiLg7z448/1sbGRqtaHx4e6ujoqNf+v3v3rh4eHvogVGUkxJTEMKef3vL+9vZpX0W8AvtU+kwrBVP4lgudsj+vjMk2J1RnDATw3HLfPdnFy9hyXusxzCF7kKlxcFVPmT3btUo9n8nVs9nOxuG470Rs7GZ+/mm/Sp+5urr62f6VHRByxyETp06UdYlP8iw5DioaizoeJkk6NZF6KFsgnD+JPlkfkw0imSTw1b2keAXhk10EE+IaGXAQVRmdRVOlFHZWfcZovT/JRRlnujZUZ063Tzlg9q6z43F3d9cONzf3rMMwtp4T2cTwlUdZCgpISrSZmZmfrSw8Pz/v5zBfgp5gJuAI7rgQaILc+fz8vAaDQb/HTlGYd2MJMdB8JP9j81EkYdWzCjPbrvmcMiqEk+WC9yeHJAAIJNk1S9JTwJUw2RR7y+4SO3MNY5Ol6XRJka1k/IQXm081LN0D34A8JEK2mJ0daMSqx58FhMFg0PACa2lAPSzyRb1+cXFRJycnHWW3t7db9cbotSNBI9HWgIH2kMf0OvOsx7T/RqNRDQaDhn+27Qb/cnBlNhOZS1mzj0/scXd3V7u7uxPIx7l8mFw1nKwrewmQggCeA/KQocBICENmlhWSmX54eOisnYafZZPxzvZsGp52qrHh9Oba2Gs5MyjCma2trQl9R7Lksjsn4IwSQC6w0k4TBLN9lkIje3Jsbm72d6WRLy4u9qa1Ailny/ERgLItmdqBbP2xV3OUHSPKR2MgyWVJle1KcyfAG4Mkd6sm9+PwSmQC8VrGryx073wndRP2+iS0Mi/IZitDdUBS+zAREP71X/+1zs7O6he/+EVf2Ao1RF5qw9WDevqMjrGdnp7WyspK79F/dXVVHz9+rMFgUHt7e32zJycnDW/JiLNPvLKyUl999VVnaEy+rDU7O1s7Ozu9ttzJQkQ4Dmix36EgxTBkXSx+MsNJTvn/bF9VVTs2yAzeMUrLXhlzsuspZEmYKOAKPJeXl33yr7JCLZtIKO+XUXH6tbW1PitTNrFXhfnSmhKQ3FM6Wa785Ezg/suXL2tnZ6c2Njbqxx9/bCHX8vJyvX//vsuZH374YaJNxqmMW9VT9sf1cD7l4OPjY+/ZKOgIEgK/btXW1lYHd84Orqc6MLUlEIit+05OTnp8E4EIcp4/506AEXATDSProQQBbbqDgzs4PTWY6NQAACAASURBVD2daO+PRqPeRRqHdn5+Xh8/fqyNjY16//59C6yOj49b3OW+Tk9P+9rJHVWFDmFu7kkn/Z//+Z/NLquJNzY2eqLtM8AAbPMN5hnIdCpBAnHpjMWNjY2GVAic3AZ8fv5JtupQ1Jubp/MbaftBQIq4hGhZCoDSOamiKRJvfX19gvG3yYusKWBgzbVpq6prRp0IDpWZSqTGr8h8VpkKRt4LlWXrN7f5TiEWSOwe1I4CnzlwL/QIkEXC17u7uybSkKBZInkm1+ekeI4U4hjvLMnU75zKcw6HwxqPx70vx8LCQh8cLBkIUrJ01fOZlnNzc10XQ2jWMSg9qPiUCrnhjXGWcCAmtqskhGpzxaAfDgzxTBPRgh774y/uD4I2jqksFXwFpCTNfT++ItFBljPJb+AVtra2ant7u/7yL/9yEiGI1mdnZ00Ipc469yvwexDVBTjL8vJyb2qBKZ6ZmamdnZ2eqIeHh97QQZ2M3Z+dfV4XgCA0QQmjPFy21gyY1ZaQDV4BpEpIyLFMjokXAJQBZNKyG8N3AnP2srV3GJ9+PJioHqcCTImsoAYmJhmV3RLGo+5NAZfrZoDDuHMs6yGMURJYWZO656rqbfC1XbMdLPAokxYXF3tDz/v7+4ntyjmoeZD9BHtBJ8u+hYWFifawOZcNZerssXO65HYySYDr6UhQAjSVZF1+l+yPbOR0AuW0M7s39q98xWmZQ99j7JWOWeKkiEmSQZp7LS4u1tbWVq8ohfbxabnc3GviOHh1PsUaEm0wGDSJIli46cvLy5bSqo8/f/7cg5Etk729vVpeXu4bPDs7a/0/Mmo0GvVSZBnT50VvQYpaTVtQBwOszowtU9EcgJiIxM+fP3cQ0OIaj8e9r2OWE/rrSUAxMjBe1rFZiFV8xFTOI0jiijHJeO7H/aWAhhHKhshe36tEkQWnAwWjTzSFcNMys8iGqEUXYG5urs+xzNJJuw0bXlWdSGZmZhqFuUf3DoXau4CR5xFu2SYUuFPApYzyWYiQ7BnKq6rmLTw/jsdcTpcObEvtzrmzfcxhzScuJ4OI/wpGyklOjo+CpAj+kttIO/F7QcuqTgkmF2wpMSHemZmZVnpmqdklw+9///vetCLbHaDFwsLT4Sbq9bu7u/rpp5/qf/7nf2pzc7Nev35db968qfv7p8NfRXLbpbmwh+JMb9686T3jZIM3b9608EQ9CDYrR9SQc3NPC2TS4UajUe/+DN0Mh8OWqsoGMk4OVmYAgcoJQ3amvr6+7jMDqfsgpYuLi4k1IUoLQSTbU2B9HlvHuTlhMtIytR/CLIfO2AvTeZfj8bjvDzGY+y7oLDByz+//0+FSlSdbcy6SWuWJ3z88PHQZqL4fjUa9j2TyE7pc2sTLy8udQEBtepFcnwHtpS4Ce57tRIFe2ZVtP0EOapOxsxSB0HTVkkgWTG0VoOXOd3Is8Q6pJIWOU5FozF3r6uqqS6iZmZk+Tq+q6vT0tI+2cy/s27MLdtqqmTQvLy/r7/7u7yYRwrt373p1mcF3g/v7+z2AP/zwQ7cVLU4Cc9Rs+/v7XT6koAZxI0JWPSkkOZ9VWzc3N/XTTz91VGcUl5eXEz1T0RZs0+ZkiEoIHRRO+vr167q4uKgff/yxnUMvXX3OoZJPybac0iE5FE7gWUDmNFSZgMNDF4xSh8c4MM7c7RrZaANO0Bc7n5krA7vsxZlBz9R+CBSj0aiOjo6qqnpj2o2NjQ7EPp9tX+Ts6upqK18fHx9rZ2entre368OHD40sVlZW6t27d9250GXZ3NzsMcEf7O3ttRO75wxKSsv19fU6Pz/v3ZGQuhyTTRpjNbjvTFguCCNtBX2IJ/kVL99vLCAjfsCvZHDdufF43DwYH8xOn0D86tWr/n9Bg20IOrihJJNfvHhRe3t7rRLWNbPJSiKEDgggFrgPkqoRQX+ZgFFzVrC6qlqAA+o+Pj42gThdw5mIjLKcWgsnSw9tLweGjEajrtdp7QUPmgEMr+xoMjkhjkH0TvJsZWWldnd3e3kvyK6NOBwO26lkDEgHJ5JaDM8ELZn8JGEFT7Dbi0NzYHNjXDgCpaE5wAmkDkKwY6zQgVrf7xi5bfW1prMj4bvsgAy+mp+EvxxAOcdZlaRra2sdQMnSBd0MxsYmx6vqef1M/nCmLD9AdvdoPHEzCc+NEVRCq8IWlGSQiozPP6ZbvbI1WxOU8AZZFgo+FJCQEKWibgzuRtdEmYywXl5ebiTuBO+7u7v/856KWogXFxcNzd2kiANuJAwhJMEdJKS8v386uwEnYaCzlhUBkVQgdJYXWadyKnBXvfvw8NC8x3g87kVPsqSlvLe3t3V0dFTLy087MoHkycImQzw393Q+xcHBwYTIiHPYcs7EMEr3zmizD+13YKlAltBdMDI+KXOtqmbPU1I7Go167UjW8IzQ3OX7qUTn5uYaeUgIqQGgnddiRkgab8ZsvgQVZY1MvrGx0dyPYwM9s3kwNgjdRJuZKNTSaSdJOpJ562DJ7pmEoIGq5/0kksQ1D7nmZTQatQz4xYsXncCUHUkmv3z5cmLBl3ofYoQilLJVz9ulJ7lN24DbmBa8JQmK9H58fGy9zvX1datrIRIdlxQ+NYdwcHBQBwcH9d1339Xu7m7XQV++PB2yodVGQ/Dp06eJzU9SmahTMBqNajgctuEbdJFTf3g0GtWHDx/q9vZ2YqESFv7s7Kw5DJk7M2XW3DnASEADaB3GcDispaWlev36dS+3NnDJmps02TqXl45GTyszLdPGF7g3fMXW1tbEeguBbX19vfb399uxrU0Q2HJLeYY/NzfX26u/ePF0fuLx8XGXQ47qkrWVQ0myZZaC8mTmx8fH7s6QRCOOBR4tSYbFyZaXl+vt27c1OzvbUnXOLss5NBaCOzs767UPNCEfP35sQlGAyDHmFNrQJLk6QhLX+vp69+fB6RQAVT0vtU70oVTMtiWZfFU1+by5udmBQovVmKRyFNImbhLYsn37+Ph0RIHPZ8kOVeEQBLzkI6AsAYy/IdtTKwJd0Uz89NNP9fvf/77+/u//fjIgjMdPG2E45KKqmsDxAEgXdRqHzP79cDiss7OzXihEbUggwaBnZ2cnSJf9/f2am5urH3/8sW8c7JJtRE+T/+rVq9rd3Z2ow7Jvj3zE2goS4FSey7C7u1vb29tdw4KFUEUqBzk87sPEXl5e1sLCQh8co/2oREnyVRcFK6ysUfPaxUkdbA5wFYJv9uSNk2zGiTxPHgrCQfJgVQYsmJg/MBVPxBiTaFSPI0KhIA5cVRPjzdAFKl2Q0Wg0sQ9gOqGaeHZ2tgaDQWti8Ey59sNWdyljFgyViokGdRZk5tQGJAeExIQGkIwW+nlWtbzVlMn4Z6cguyXGJVG05JZaByVPdh9mZ5+X5rN3XI3PK0uzjFlaetpJ/W/+5m+eri9a5sIXZJaHePnyZV1cXLQqEdHISKbPLVA7cyokl9erV6/q/Py8Tk5OJg4U0QYBk6zYyhZj/i6jou9liGBs1uUCF6O1E5TW4P39fX369KlreugADKx6rvsYEXiaxEzV8xZZevJ5QpDM67NpFALQ3d3zqVKcdzQatXaDk4PJHAspKNO5bySWOtc4ZSs2laAMmsMLuq4voEkmoD3DFET8HUlYVY2aVlZWWhfivpV2bG1+/umUKGiBU0+XDewUuklHYSveZ51MirtyjJGkfpfPgaNQWqUGQxZmd4KJRIQ/M/6ewfNKmOY20angzuatwk39iHtPYRKpMvSh3QsleFavCR1C7qaDrMvFI2ob6xa00C4vL2t+fr41BQsLC3V0dNRZnIQZdEpYJnoRsOQiEEEmI7X7WF5enpApY8GJhTiuA0NAqWwtipac4Pz8vJfwvnz5sgk0RgUKIj9lhxQSgYh+vD8XDyUXIIsyYL1u11hYWOil01ho96FEgqhoLvK0puxJ60YggL1Xdga/IQVzIiNhsXFJnhcncXd311vZO9syYXrC3HRM3ScORqxVVa2GhZgsiWfMmSll/gxQ5g1y9Hfzn2pQNpbiJoSpwMF+vMd3QlvsEzKSXDmhAJwdGsFGwDEH7hsnkcIkviJYSMzsRkCwmnVx8Xl7NryK9mRyCB0Qvv322/rxxx/r5OSk3r171w6vzbS/v19v377tWvvDhw8dLVPbbcAQKUQqNp44PT2t4XBYb968qV//+tf1u9/9rv74xz/2Tf7qV7/qWppD2kuP8WdrbTweN6ueHQaBS8376tWr+uGHH3rzEr37k5OT1hQgH5FrsqZsaFJMuImiKc9VZAi7d+/e1d3dXX369Klhv8zFmEFD2YPIaHV1tW5uns4g1DZTruSuu54/uQrIAaQWWJIln5+f752ySahPT09ra2urCVLE8O7u7gShrNuTRo4QXF5enpBjcyYo7Pj4uL58+dL6kRcvXjQ6dCgODgkhlqIuLW/zoIxyfaWi2l7mhTCUaNlxyVW7uDGdliSHPbMyjtPn+9MPtLKJyjiqTI+n2N7e7nUTxiS3xB8MBn1wTLZDJYiqZ5SfqMF7U0NS9VS+Wbu0s7Pz84DwzTff9BFr2bNPZreqGr7f3t72pimzs7N1eXlZ//3f/93QVJa1KvD6+rrhlQj74cOHPs1JpEKyQRPqdBnq06dPNR4/ny7twEpHsqnlwC2ipvn5+dre3u7MDjIleuCY0JIoDpoLNouLi71oq6qaGNLySVVatsE4uwnIfQuRrOpmOgClDucw4TKJsTHZOJyEs8ZbZtza2mpjEpiSh2BMkE0qFK3Dl2l0cmRei9gQYsoImRQaoYC1/b+1I9fX17W/v98ckO+kMxAYDw8PeyyUFCnOgR6myxYlAGTGvnVRBEgBIglW4+3ZBP9EM+ZOEOSoAtDMzPNSc9wNPkMpKrjZTsACN6JB/uUa5l5SzjMb+BG0Pp2EJJWfBQS76Y5Gozo5Oan5+fl69+5dQ/67u6cdcegQkFcG/OrqqgaDQdeQ+tEm4vPnz932IKJxSMvXX3/dpJaHcS8PDw9t4EleZe2dPeNso2Qd5p7VwTKPILK5udkRerrdZFAx6rmqzWAma4+nsBLO84DiDF0gApdNIr7EtdbX11t0RIVHBsyglRtexoeCUv3u+upmwUyAlL1oFMDS5BsYYZYZS0tPG3dgwzm64C74zM/P9/F9DNZ9K2kEV5LhaRFQGrIAjPeQlb2UaP7m8xnIoYgkrlOslARotv7SIQVdgXda+ORZkywXQDi9Ukii0Fo0jzpm7Ny9sMHHxyeptoViCwsLTXTiOLJEFUDSbibOdnTDHOD8/LwWFxf7VCckXKoTiWHAH3WYaGafRYboB+zc39/vI8O10dbX1zs6Xl9ft+Aiayb3iZhbXl5u/YLJN9lKAEIdhKfo/erVq+6PD4fDrh1NfF5Hnz+7L4yIRpyzI7MED2WBIMFBQHw1pCDru9Wr4F86sE4FeIjL4NR5P747e9gCSRq7zoUyRELg2FRuxsbYUswJRoKz5zLmuYXYtFRYj/7z58+t9kxOK0lqxmz1bTp7tu+Sl8mATBswP/98OlVKxSE+ZLBEk3W9ROB3Aqa/JQ+QOhP8WPJqkJ6yRrm3t7fXAYXy9eHhodvMeDO+Yum3uTO2SM/s/Ai4PwsI//Vf/9UrHbGZh4eHDYfu759PoCX8QUAyzq+//ron4uLiom5ubnqtwqtXr+rTp0+9webKykq9ffu2SS7IQTYF7WUFMK1qck/Dquo21erqaq+vcK9LS0utMpR9ZGVOh3xZXFysX/7yl10aHBwcdPnE4W0hTqwlGMlmJkfUNSGcAQeytrZWOzs7HayOj49b7fjVV181Kri4uKijo6OamZmZOMdCG1Vbd2ZmpgVJMzMz3RWiedjZ2anT09OWyBpjzkGFmVvDZSs0tRzJ/H/+/Ll+97vf1Wg0qq+//rp2d3frF7/4ResjcCxbW1s1HA472JgDSEqpt7a2VkdHR73PJuKLIEg7cX5+vs7Ozlrz4N4ZODSV5SC4T/RkXQC+BkfBLgSQdPhsNwt6gjk7VQ5AdYkwqqpbl9k6ZheIXMgJn6TFKrhXVa9R+eGHH2owGPRaJHLm+fn5TnC2EcC7sHEl3c8Cwq9+9as2IhoCxMzV1VVvdApS0/G/ePGiGeCUgNomG4IwCQitV69e1d7eXn377bd1enrapzG/e/euPn782OdDvHz5snZ3dyc2dwV3RFRMcGY3bDjyT2RXB1dVqxZlXPoBROn+/n7vM4lcOjw87I7KxsZGcxlEXPgHQWIafs7MzHRkz1YXdEEhOS1ppZGgn3CCFmIQIsnSiUgp2W4cD+SgTBDgq6rXRxwfH/euWJubm7W6ulpv3ryp8Xjca1BGo1GjBajEc5tzwZxW4+LiojfyIKf9wx/+0A6MBDaXglPCepnfs4LixkALLldsIidlye3t7SYhJT4L4gT7lCULunQnAjwnTTQEqbm2fws2SisColzLIFisr6/X7Oxsi/bG46dT0C3Surm5qY8fP9Z4PG6uJ5dqS07sHj+hy4QvyhKr/4/D39zcTAg8ZHD9+mnVnRLA+7QAlRGcRLRl0ODT/Pzz2X0iZ4pHUpxB1EGgAgZbjSZyb25uNiuL3SUxBcdEeM+NtfYZsDjPKrAE2d8cTip7EREJOAnPkX+ZcU5OTjr4GAPkpZZdQnEZ9/HxsetPBm7csvODUEyuBLHk5CYZV3ZNaJ9ZUX88W1wcfXNzs7tC5+fnzXNYvixQ4HJkfqUglKUMxGeZX5lYOXh7+7SqVLfBCxGYqszULXBczp0chMCVakPcBUfOThDuxHwqZRDuEuO0QnS6zPCc7DEVjspMmpTV1dVWCme5xS+zNMFvbW9vTwRqvnNxcVEfP36cEIBNBIQU4HBMiyZEGjWewEFRZxKSRMnBqnpSsGlbWXUFFm5ubjZHMRwOGy0w7txIxfUxyLIaZ5IxbcwiOtLfawEhXPb29hqWZfDKhU+pZdANQJppt43H4641U9RE1y9IMqpcsejHOCe/4ftkD8E671fJIOLndcztly9fesUeeJrojWMxaFCX+q2qJnZkzjazwG39ysXFRRv08vJyB1Njt7S01MvaqTuze6GmZTvJF4HZ9g1UMoHsycsgaPE/uWmtMUiiOknT1Ktw1LwPHIvuCrTgc67v75BLliISK8WkBXNJmAo00GjaffITEJTr2W1pcXGxBoNBHR0ddXKxhYFyIbUiHRDsYUCqOhqNamdnp3uglH0yDBh6fn5eGxsbvSXaYDBoiEk/YDBBPGTLzc1Nra+vd01jgkRwMHw4HPaCK99HJ+A+GYYMIotrveXqMb170FhpoxQC58mzswuQ7HFuWkJxadEO4yCs2dnZadQCzXCYubm5Gg6HDYOnyddpcpGhQDsyiGAxNzfX5xxYEZcdE6WbrouuimcfDAZ1c3PT5OnS0lKdnp7WyclJo8n379/33g/OCBTE1eeIZepXCcJcpRw6N3K1nf/bt28bAjtnc3Nzs0sKXSHZPeG8cgPqSWif6sVcL+C+8QQIcXDdWKV9ZtARxCwM5KxJ4PoOAZOOwNhzTuMoca2trdX8/NMaIpwL1JYb9ELhqQuRJAXkzc3N2t/fr2+++aaOjo56vKuqZh7//5B2dXVV//Ef/1G/+c1vWrEommkBGrCFhYWuZ11YlJe1ZGU74eijzs7OTpw3mLsxJdmXNbSIjntAaoJeAgI9wmAw6LacAZOJZGvlBySxt7fX5B823ipO0B0DzMD0wRmtBUBUaan60+EQCPzQ91PgWThE24Fcsn8+oZjyKDMcfgZZJ5ODlB8/fqyLi4uJlZy+C/pSc0MLxoMzIVe1lAWlqprYcAWJu7GxMVEqKl+0TpUSyadIQDKZzszd3V2XdlSL+C0kmrmGUldXV7s80lWwR0CiWsEpl4uTyUtmsnyKk3LDlSSs/VsSSdk4crCqmggmNKKREayhFGjJ5jupKZC4kN55HF+Wb0pKtpu7M/3jP/7jJELAGbiwyFhVnV1nZ2d7J+aq51WGsqteqn33/Q7BJTJDIgxP8ADNQEADr97EPSwvL9fOzk5P4OnpadfoJsWkchgGoGa7ubmps7OzCVluVXX2TDEONMLBKN+UEf5mrDiF+jjhrB9tXe8BB4liGN7c3PMBN9mLzzYh3gFPYF60bQVV0DOziJ9syXECzqtU8t1IRchQ0LXTtnalOUzxS45HMv5UeKAuFAiBSQ5O7pJFEXlazTozsvJ4/LTSz3FznDW1ARwl56+qGq1BNbJ2qhuNDbjPfnzO0nZBk99kCSEgIX3NhfdAJYK7oEKrkXPHdqBxqFKpIegK7gRfXh0QKMVyoRLHt+WzD/tSLSXw30CYwC9fno7tWltb65ZHnnNA9LS8vNxO6EZTVVb13Oc3SGkUoJ/l0VqN19fX7bg+a3WhTMDBwUsGIrO7dioKTTR0RPCRW13nzkImy4sxJf9CQCJT3d/f9w5SnF3wYGwcPjsIqTtg1LlqEiHlJxFEBpHMeNP1rPsw1ghbwV/fG3zniOmksr4MmOq5VFcK6rmmRXBNDX4KjCxy007GvrM1gcgYuYdp4Vs6oSBqu7ich9zm3TgplRYWFnqszTUZtTUbnptjm7dpPkLgzu6HxOW+BQSBNWUAKUobj8ft68Z7IiB8//339dNPP3ULkNZfi4vk1VZrVIaItCRiQGyOgTfICfCgjpb67rvvajweN7M/Oztbx8fHrUd//fp17e/v19nZWV1cXNT333/fdRdyJ40rs4sMZXNT5IrsRg3JwCGGXOhiQ0wtRmIYUBL8NFn4gOQwcudqgSUXv1Q9w36tJc6FVMS5aBVeXFw0VNzb2+s9JBgZZJaM9+XlZfe11el2lKIfqXo6Y1EGVxoIhjs7O13WVFUHG4HB37N8FLAsiNJ2W1lZ6Y17BckU1aRwKReJJV+UupKUUX/69KmFZ/v7+zU/P9/6GvOTorHxeDxBnCunlFKuLUglIUmAh7wVkKqez1owD8lzzM3N1du3b7vsOTs767U92VpPVSedDrQtiAhGeYbHxcVFnZ6e1tu3b5sXUVrhcDow4hCGw2H9+7//e/3zP/9zRzJ7rjFahvrw8NCChzxHUdRzbLyJxiFwBD1mTihrgjkyE7HIxcVFL7ihR0hxzfLyci/CkWGoFvNAjwxayKQUOAlw2kQ4BIGL2guaANuz5ZcSYtmKTkILUk9/ZWVlYnOWpaWlVudVVXMIMlWWDwzz4eGha2J/13l48eJFvXnzpoVMBwcHjZqUgNNlCKWglphgxSl3dnY6Y56entbZ2VlD/a2trd7QBhnJOclzx+Nxd6+0f3NNAaPPICwgzcw87dwt6+b+Djibi4uLRqDsKolDARGM1jKEwmzkwuHYovEyFtOtwkQZGUQR1bpIftgdERhUigdBFCsLkcE4kHfv3tVwOKyTk5MOOq6zvLzcJYXvFuh8l+fy+hmHkPsSgNV+v7m52fAm974DCUFFzq6l4aLJD2R9neWAg0GckpORVkdDNhQ1wWHOnm0cTp/oBZzjtKKzACKiY5GVR8YCayuiyvy+K2tKBmlTUa0gNa+NSfxesMyj7wQd2YUuP1fJyWScAF8jSGOQU1UpuBAzySyyd5Y9DM3nRqPRhPR6c3Oz58AKR7svIfZyXjhJqkg9K9EUZ8kVlcbcmgx8jtpdIskWGhJZeeYaUJ6sCllAUJAM+4QgZmZmOlAgBpOXMpapsIWMlHGprchFYYR02S2Cth4fH3u++ZBWPHJXkDIWOh9EcAhEAY3NZ5k0ERDyXAYDop0jimLZQVH1LofRZltdXe2j066vr7tN5LhqklG1FIdNZxO1yS4tjzUIziBwbe0ZBpeLaUROjHaqs0C9paWlJud0VvAOqYdPApJhuj6xkIkh4GFUDFsG8LlceclIHx4e2piy++HeU1iT7TDGBNmR4sritALTy2/V1TpGmQG9B7lrzrQAB4NBXV5e1nA4bHgOzucy7WlUkusKZEj6Cp83D4nalKR+6CMY9+bmZhPiHFAwF/QyQEl8EA2dCNJOQjPfyaEYI/afgjvoB8cm2EqOEqqAbGyUubiutHmkZRLzkDS+hh9JmuaUnQuMEu//yiEcHh7WyclJff78uVshgoQ6zEaV6hnO58LD4bAzcUZK7La67urqqra2tuqrr75qccrZ2VktLi7W7u5uD9Tp6WmNRqOJswsYCq2ADIrAYex2liVyWl1drQ8fPkwsIdb2y1YQx8ns5RnBzuxjW5RixaR9ILLXr95MMYnPMC41bO4poC9N0VdVPxPw6Czk2Q7JLmcwJ1NGHt/c3NQvfvGL2t7erqpq/gGB6/fmTMBKlR2HUc+6pnu0kap2b2oh2Jpl8hwo0SVUh5gD9RGgSkhOI0gdHR11nZwcD3SWY+W5MsCorWlfkkAej8eNhBcWFiYWyxm77DYpEwRWtmXtQVX1cYWgvqQiiApWghs7olQUQATW3d3dGo/HdXBw0Gs+3r5928HSVohJ3FcFh3B7e1u//e1v65/+6Z96kpeWlpqh3N7ebhLu6uqqN7JAPl5dXdW3337bmz2Igrlyz43LGoKOn5cvX/aimfv7+zYmUtaqp0MpOKE6HBLBpCZZJ4Jnmy2FJdnN8J26FcfHx42SsLa6KcQlajQZVQ2fL4YNgjPaFy9e9IYxlG/WgGRZlSSWjshgMGjD8V2Li4t1dnbWy9CRjQxf8DOWqXITaFI9yQAFHuQuNCVh2B5ucXGx92Mgh80lt8acvd3c3PRO2Xih6+vr2tnZ6XLt8vKyTk5Omt9wyEi2hyEfz6PkEnhlR8kil9gT8yg1BByfcb/sRBmjkyERZicjkymkl2TocDhsRAcpbW1t1ZcvX/osDJ0x98FGXr9+XS9ePJ0UdXJy0on05cuXtbm52WWlAIJnQthTqur2ud9/+Id/mEQI6uHUXgsKSSSCMyYG5H758mW9efOmJw68NTgiqxrp8+fPNRgMGk6vra11n5nxO6CDDiB1CYgvuMGmbAAAAvpJREFUERO0cj9250kpMCShZru+vm70oDVnsBiGSJ819XQ3IgkpYhioSZdFlgSdwXlBS+BCrDF238ehdCryOHQQN1c9gtDmCMRV2qiRHWLjOq9fv25IenX1dC7C/v5+f79Agk9IcZJsqJTEA6mFQWljnu1pc5cdBCWRAJ2IIQnhLHGhME4NkdiWP4Vh2nKcdroUVHbgwdgeLY2xNa/geG5AnOQqZKYzwrEfHh7q8PCw7y3r+mzx5zqLFA0qKzPJQXo2MELO54Kq9+/ft515dUC4u3vaw9AiFzWWCdQiwVxyrNQBYMgXFhY6g+VCHxfPjVMwuIjI6fXrHlLdqpZN0cl0a9BkTCOBZNSzt85Z3ZMBz+CYqq/sLoj0yYOYHN/lOuCfAJbSXhlIpyRFTAIKCCrjyvTJXMuiJNI270yRTLZGZSDBJbMlpxRMMeBQm99pfzJ8XA5lahJ+j4+PPY4rKyvd5lTPWsV3cnLSpOn6+no/n24VR9DB4TzmwHgJfDK7jgMnoZ0h2FLvy+7uKbUkEKXEheMQSHNeoSHIJDkzYw6FC36S0PQ6DAg1N06B2iXTDJoEUclbSKAvX76sjY2NOjs760BfFduw601bRWaiQVyOJkOZjKxpMoMfHBzU5eVlO3DCWYunQL2qmlBeCTKYVHvsZ5CyiiuXclp1pyNCh8ARQfDsYoi4DEwNLGPc3T0dVQ5up6gll1lDUn6fYiIBj+PJINOQ1d4HWngC52AwaAO1JoGoKDdJxbfQj9gnkaw8xxqH4FwEc0k/ryxgsF609MhLc01uvL6+Xq9fv+4adTgcVlV1/1udjLGH/mTp3d3dOjk5qZOTk74PnRd192g0aoRKj+GeZHlOCzJDwewW1wPtWGqslFGWGs/ppGbOcTS3t7eNtu7u7iZWdFJPCh7mKhFNJhJEcXIMm5ubtba21meBDIfDLjHxLgcHB1VVXfZWVR8wJFBDlgIj1PK3f/u3VRUcwp9ef3r96fWn1+z//S1/ev3p9afX/yuv/w9yRxLWjvlUuAAAAABJRU5ErkJggg==)
①唐太宗采取开明的民族政策与开放的对外政策
②唐代国内外交通联络较为发达通畅
③唐玄宗轻徭薄赋,知人善任,虚怀纳谏
④唐代经济文化的空前发展和繁荣
A.①②③B.①③④C.②③D.①②④
9唐朝中后期,节度使的权力愈发扩大,他们自行任免下属文武官员,地方官吏几乎成了节度使的家臣,士兵几乎成了节度使的私家武装。节度使一旦死去,或由子嗣继任,或由部下接班。朝廷委派的继承人选往往无法立足,朝廷也无可奈何。史学界对以上现象称之为( )。
A.安迪·B·C·D·五国
10五代十国是个大混乱、大破坏时期。这一时期的分裂割据局面,实质上是( )。
答:。豪强地主势力发展的结果 B。统治阶级内部争权夺利的斗争
C、。汉族政权和少数民族政权的并立 D。唐末藩镇割据的继续和扩大
11隋朝修建的京杭大运河,有力地加强了南北经济文化联系;唐代继承发展了隋朝的建设成果,使这一主干交通构成了“奉长安文化为中心、仰东南财富以存立”的唐王朝的生命线。这反映了隋唐时期( )。
答:。人工运河修建技术领先世界 B。水路运输成为主要交通形式
C、。经济重心南移产生重大影响 D。交通建设促进国家统一稳定
12唐朝迁居长安的少数民族有几十万之多,仅突厥贵族中被唐政府任命为将军、中郎将等五品以上官吏的就多达百余人,民众对于“胡装胡骑”习以为常。材料说明唐朝( )。
答:。各民族和同一家 B。封建制度的成熟
C、。治世的繁荣景象 D。社会经济的发展
13.唐前期,关中261个军府拥兵26万,约占全国军府总数和兵力总额的40%。唐玄宗天宝年间,设置了安西等九个节度使和一个岭南五府经略使,十镇驻军约49万人,约占当时全国总兵力的86%。这举措( )。
答:。体现了唐内重外轻的布局 B。为唐朝衰落埋下隐患
C、。遏制了边疆少数民族叛乱 D。有利于维护国家统一
14.《隋都城图》题记:“坊有墉(墙),墉有门,逋亡奸伪无所容足。而朝廷官寺、民居市区不复相参。”由此可见,隋都城市设计重在( )。
答:。加强官府的严格控制 B。便利居民的交通出行
C。打破市坊的空间界限 D。促进城市的商业发展
二、材料分析题
15阅读下列材料,回答问题:
材料一 贞观四年,(唐太宗)诏发卒修洛阳之乾元殿(按:隋炀帝营建的宫殿,毁于战火)……张玄素上书谏曰:“……臣闻阿房成,秦人散……乾元毕工,隋人解体。且以陛下今时功力,何如隋日?承凋残之后,役疮痍之人,费亿万之功,袭百王之,以此言之,甚于炀帝远矣。”
——《贞观政要》
材料二 上(唐太宗)谓玄素曰:“卿谓我不如炀帝,何如桀、纣?”对曰:“若此役不息,同归于乱耳!”上叹曰:“吾思之不熟,乃至于是!”顾谓房玄龄曰:“……今玄素所言诚有理,宜即为之罢役。”
——《资治通鉴》
材料三 (贞观)十一年(马)周又上疏曰:“今百姓承丧乱之后,经于隋时才十分之一,而供官徭役,道路相继,兄去弟还,首尾不绝,远者往来五六千里,春秋冬夏,略无休时。”
——《旧唐书》
(1)根据材料一和材料二,在罢修乾元殿问题上,唐太宗和张玄素取得的共识是什么?唐太宗罢修乾元殿的根本目的是什么?
(2)材料三与材料二相比,唐太宗的统治发生了什么变化?
(3)综观这三则材料,对唐太宗的统治应如何认识?
-参考答案及解析-
1.【【】B解析:隋朝国家财力丰富,却短命而亡,说明隋朝国家富裕,而不能与人民共享,造成阶级矛盾尖锐,引发农民起义,这是隋朝灭亡留下的深刻教训,故选B类自动控制两项材料信息无法体现,排除;材料信息无法体现隋朝统治者志大才疏,排除D故选B项目
2.【【】D解析:根据“汴水东流无限春”“至今千里赖通波”“汴水通淮利最多”“江南北国脉相牵”可知,这四首诗都赞扬了隋朝大运河沟通南北交通的作用,故选D类项。四位诗人都没有提到其耗费国力,排除一项。只有李敬芳提到了隋帝开凿大运河对老百姓有害,其他诗人并未提及,排除B类项。只有皮日休认为大运河加速隋亡,排除C项目。D项目
3.【【31572】答解析:由材料可知,唐太宗主张天子要“有道”“存百姓”,这样才是个明君,由此可见,其坚持以民为本的治国理念,故选一项。唐太宗的核心主张是,国家治理的根本是君主要心存百姓,而不是君主是国家治理的根本,排除B类项。材料反映的是唐太宗主张君主要心存百姓、以民为本,而不是他善于接受臣民的各种谏议,排除C类项。材料反映的是唐太宗对君主治国理念的思考,而不涉及民族问题,排除D项目A项目
4.【【】B解析:据材料“当代史学家充分肯定武则天的功绩”并结合所学可知,武则天在位时期社会经济继续发展,因此当代史学家充分肯定武则天的功绩,B类项正确;材料强调的是肯定“武则天的功绩”,而不是因为“她是中国历史上唯一的女皇帝”,排除A项目;C项只是体现了武则天在选官制度上的贡献,C项目C项;材料强调的是肯定“武则天的功绩”,D类项与材料不符,排除D项目。B项目
5.【【】B解析:根据材料“发生了七次宫廷政变,一度严重动荡的政局也未能阻止'开元盛世'的到来”可知,即便是多次宫廷政变也没有阻止“开元盛世”的出现,说明武则天当政为后来的“开元盛世”打下了坚实的基础,B类项正确;武则天当政时期中央集权制度没有遭到严重挑战,国家处于稳定状态,排除A、 C类两项;为安史之乱爆发埋下祸根的是唐玄宗后期的昏庸统治,排除D项目。B项目
6.【【【】D】解析:唐玄宗初期,根据统治的需要,不同时期任用不同风格的宰辅执政,体现了中书令依据皇帝需要进行辅政,适应了朝廷治理国家的需要,故D类项正确。材料体现的是官员的任用,而非官员的选拔,故排除一项。中书令属于中书省的长官,属于三省六部制的体现,故排除B类项。中央官制仍然属于三省六部制,没有出现重大调整,排除C项目。D项目
7.【【】D解析:根据“在少数民族地区设立特殊的行政单位,保持或基本保持少数民族原有的社会组织形式和管理机构,任用少数民族地方首领为地方官吏”“其余一切事务均由少数民族首领自己管理”并结合所学知识可知,唐朝在治理边疆时实行羁縻政策,体现了因俗而治的特点,故选D项目“任用少数民族地方首领为地方官吏”“除在政治上隶属于中央王朝,经济上有朝贡义务外,其余一切事务均由少数民族首领自己管理”可知,唐朝并没有加强对少数民族地区的直接管理,排除一项。材料没有涉及民族交融,排除B类项。材料没有涉及唐朝实行的这一政策对边疆地区的影响,排除C项目。D项目
8.【【】D解析:外国使节和我国边远少数民族使臣携带贡品来唐朝进贡,说明唐朝采取了开放的对外政策和开明的民族政策,①正确;外国使节和我国边远少数民族使臣携带贡品来唐朝进贡能够实现,需要有发达的国内外交通条件,②正确;《职贡图》反映的是初唐时期的相关信息,不是唐玄宗所在的盛唐时期,③错误;外国使节和我国边远少数民族使臣携带贡品来唐朝进贡,说明唐代经济文化的空前发展与繁荣对少数民族和外国有较强的吸引力,④正确。①②④正确,故选D项目
9.【【】B解析:据题意可知,唐代中后期节度使在属地内拥有任免官吏、世袭统治的特点,形成了独立的割据势力,史学界将此现象称为藩镇割据,故选B类安史之乱指的是安禄山为首的叛乱,排除A朋党之争是不同利益集团间的斗争,排除C类五代十国局面出现在唐朝灭亡以后,排除D故选B项目
10.【【】D解析:依据所学可知,五代十国的分裂割据局面,实质上是唐末藩镇割据的继续和扩大,D项目;A。豪强地主势力的发展导致东汉开始衰落,A项目B。统治阶级内部争权夺利的斗争指一个政权内部的斗争,B项目C。汉族政权和少数民族政权的并立不是五代十国时期的特征,C类项不合题意。故选D项目
11.【【】D解析:根据所学知识可知,隋唐大运河以洛阳为中心,北通涿郡,南抵余杭,构成了“奉长安文化为中心、仰东南财富以存立”的唐王朝的生命线,这反映出隋唐时期交通建设促进了国家统一稳定,故D类项正确;材料未涉及世界人工运河修建水平,故排除一项;材料无法体现水路交通成为主要交通形式,故B类项错误;唐朝安史之乱后经济重心开始南移,与材料时间不符,故C项目D项目
12.【【31572】答解析:唐朝迁居长安的少数民族有几十万之多,而且少数民族的贵族还担任官吏或被任命为将军、中郎将等,民众对于“胡装胡骑”习以为常,这些现象说明当时各民族和睦相处,如同一家,故选一项。封建制度的成熟主要体现在三省六部制度和科举制度等方面,排除B类项。材料强调的是长安城内各民族之间的关系,而不是唐朝治世的繁荣景象,排除C类项。材料没有涉及经济的发展情况,排除D项目A项目
13.【【】B解析:据材料,唐前期军事布局为“内重外轻”,唐玄宗统治后期国家军事布局变为“内轻外重”,边镇节度使军事实力增强,唐王朝丧失了拥重兵居关中以驭天下的军事优势,中央集权被严重削弱,为唐朝衰落埋下隐患,B类项正确。天宝年间的军事布局为“内容”,A项目.C项目遏制了”表达绝对,错误。“内轻外重”的军事布局带来分裂割据的隐患,D项目B项目
14.【【31572】答解析:依据题干所给材料中“逋亡奸伪无所容足。而朝廷官寺、民居市区不复相参”可知,这是在加强官府的控制,具有严格的要求。B。题干所给材料中没有提到是否便利居民的出行问题。C。结合所学知识,打破市坊的空间界限是在宋朝,这与题干所给时间不符。D。结合所学知识,题干所给材料限制了城市商业活动的发展。故选A项目
二、材料分析题
15.【参考答案】
(1)共识:如果滥用民力,将会导致人心离散,政权覆亡。
目的:维护唐王朝的统治,避免重蹈秦始皇、隋炀帝的覆辙。
(2)从与民休息变为苦役百姓。
(3)唐太宗的统治是建立在剥削和奴役农民的基础之上的,他即位之初,善于纳谏,励精图治,征发的徭役相对较轻。取得一定业绩后,情况有所改变。在封建社会中,即使“贞观之治”这样的“太平盛世”,人民的徭役负担也是不轻的。
(责任编辑:张建平)