2023国家公务员行测焦头烂额懵到你的题
2023年1月8日，国家公务员考试笔试科目正式落下帷幕。每位考生也都为各自心仪已久的岗位付出良多。通过这次考试，也会收获良多。而针对《行政职业能力测试》这个科目，相信每位考生也都有各自的见解。这里面华图小编给大家分享几篇令大部分考生“焦头烂额“的题目。
(1)例如2023年副省级试卷中这道几何问题：
在一块正方形土地中，画一条经过某个顶点的规划线，将其分割为三角形和梯形两块土地，且梯形土地的面积正好是三角形土地的2倍。问三角形和梯形土地的周长之比是多少?
A.1∶2
B.5∶7
http://www.huatu.com/2023/0108/data:image/png;base64,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
【答案】C
【解析】第一步，本题考查几何问题。
http://www.huatu.com/2023/0108/data:image/png;base64,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因此，选择C选项。
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这道题考查平面几何问题，从题干上去分析，这道题给的条件相对较少，不易找到切入点，且乜有给出具体的图形，需要自己去构造，所以对于广大考生来说，这道题在考场上想要快速解出来就比较困难了，很容易在一定程度上“劝退“考生，是令考生”焦头烂额“的题目。
(2)例如2023年副省级考试中这道资料分析题：
2016～2021年全国及部分省市集成电路产量
单位：亿块
2016年 2017年 2018年 2019年 2020年 2021年 全国 1318 1565 1853 2018 2614 3594 江苏
甘肃
广东
上海
浙江
北京
四川 454
197
219
238
74
81
33 518
281
263
233
80
93
58 554
318
301
233
65
137
77 516
390
363
208
143
154
77 835
457
374
289
174
171
106 1186
643
539
365
230
208
143 表中所列7个省市中，2019年集成电路产量同比增速超过2%的省市比上年：
A.少1个
B.少2个
C.多1个
D.多2个
【答案】A
【解析】第一步，本题考查增长率计算比较。
第二步，根据题目“表中所列七个省市中，2019年集成电路产量同比增速超过2%的省市比上年如何。”需要分别求出2018年和2019年增速超过2%的省市个数。
http://www.huatu.com/2023/0108/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxgAAAEVCAYAAABjfEOTAAAgAElEQVR4nOy97bXrLLKufXu/O4XdQaiUQ+9xYjA4ic4BSOK8MRicROcAJNFBcH4g2fpAEpLl+bFWXd1zjGfZMkJQBRRUlS4ppQSGYRiGYRiGYZgT+K/vrgDDMAzDMAzDMH8ObGAwDMMwDMMwDHMabGAwDMMwDMMwDHMabGAwDMMwDMMwDHMabGAwDMMwDMMwDHMa/5/WWn93JU7FGbTmP/inIPxj9mWAkf/CfxoBmn/5PTiJ1gD/bAj/+NI6BRj5f/B/8U+IUxrjxLYNDu7fAE0LcgYm/g/+d/R5d18hQEdvZ1r8n//7H/xT/G9BZko4yNYg/k8zqcsH6eWkKNfMuzjZwuCfaOgfC+0b4OS/8MBan2dZ/PfqNdOfGLT/+jf+p/nfl944idbE8WeHeOl4Q//Af5zBv7GjzGAg//UfNKWxKRjIf/0bqKljMJD//3/Q/G8vu1l/8M9jY0UwEv/6N4D/RMS4/GduN8T/+efX6Sjz8wkB+Mc/XvKL/8xl52Fw+5fD/yzJ54+V54CAhfHLGcjHoM5rur1Ux/80VWuFEAL+Ub2YGa8b9v321Xavvvhd/Pb6b/Hf312Bs3FOI8SxzRQCQAQgPOCcQyMCBNH8+/fvDikjlFXlxW5wcGhG9waAEB0iHV8gHyYGYHjXYNDeAoQSaGbXGkgNaO+hlioaI1wEBPXFtbgFASVmpQEAnDGAusOKaYERRjrAW4y+EgqNvKB1Ft6KvhDoCNjJo4zucVWY3WIKXSc/Dwig5T4JEWhofL2LiMWLHYyMENZDieFPDKQBhKqoH4AQy6X/3QQY+cC1oHNOXmCihrrXtG+Ac7Egiz0RzjlA2JUyIoIDaFFBCnd9OIQ414+ZeB2C0CBA988lGphLC2dLOlcmOodoy2NTHNYxBARa1peoDR5X0Y2zDQjDscJBtg40GneyzjTFukZENBCrzxAQDc5oxFm5zkQ06hvG6x/Lz2yT4NxkPHZ5XhEWXnXyW9qYChHGrYvOz5RnQpQtjCjdI8A5QKnBXVd0e4yD0Q5R9z9emeucgXQBpD187TgYHcwjr8kID7TtDY1QUJvyFPBwEXSfXzfv+8G9XIS4r6xjjtDP5YW1TnQSGnnNMr9l7vufpDdn8mcZGE5COoLQTVYeANEZaAdof0djNAJpKEQ414mfM5CusHAODm7nei4aCRcAJxskKwoXOEgJ2OnCGTRf0G8tcD9FyIPurPbOAUJsKiVNHiSggRCFttgaMImKXwmlYW4R2Z4IMI7g/YJBB0CoBvJygbMeVqA4MMYAAI+XTABwRsJB5L5aKHtSYZAACJQXtjQYYEOEAdBMCyIFRS3aNsCm2vv8eSxOBhVEJ7N+F3SuIcry91wEG0jTQFVNqtNKRkSIl4FY2pVwDo5ooCNbOuxgdICwfjweNJ/SewGlDVp5gyluFEwWDjEAiIjOwU0vzUqDh3OIMS9AgliaRAGgmekzNcPNnwg0YtQODga0ND6Esb7O6ceIEwkGbesgvP9rdbUMoWkMbq05f+G2i4AQ6KmWJJqsfcGgvQF3b+H7t34F8+a9fqY8CyVg2hbSJsyWIM1kIUuldcccJw3iyGB4zXXzCggcebFa07cLKfg70LYSN2wYKeGRN2yjg4vdJl43rlFnOAbTog3qNTeECOMI1w/I6JLBmpdO/edjGf3T+YMMDAdpYmco5B0EcbdQVkAB2e0AFskLBCNhoGAVLSsECTS0c4ISCWrrmunCuSEQQp6onx9GOKPhoFcXzz+XvLA6DwfZRgjVAGggRLf74hwCCTTdIkfqkvEmoDShNQ8EoUBiPiyGaOBwHe0gCTGRihDgnicI3SLs4eDM0EAlAAExYi44C4M5KQWhzewwaYsQAqhilApO4iYd8nKQQELhPlsEOsg2G8cgAX23i4sEJ1s44eeT1xs8FwI7cPICJxKsrdC5540UBC5o27Je0dQ6xsD4iQ6BmmxEdAtqaI/7NaIXi+giqKFuc6PT4SCWjUfnshFb1ZbHNhwaInSdn59RKQgXcaUAF2i20THSjxBh9MKGQ7fLexUCBAFR6oR+k2ZmqEQEBMRbCx3y5s/uCZeuFTu+M7PoOMGgvbnnAmb9WgdjDDRUeaPpk3T3di48u51IQN2n42LWZem6kUFo3Isn7wGmbaEbu/osJCx8Y9C2LVDTRicSgoO5GTgAWvmBLJ1cid8gz3SFIA23a0JZHluCaWHoXljof7CDSeGuHUxDeYwsjT8AnHFoVOcV4BwkiclcEPBwATQ8VYhnr032EmHaFrC++hQZqJ3HgezKexvotV24DgjO4OEctGuW56jgIG/d2iAXuLo+mPKHGBgBRjrQc/dEQAmD1rhuUHSQTuDeDZCkBHC5wVzXB8KvE0PqJuoXojhjv8twhzLviMTo4IyD1BHaCizvWJZ2V+bl4dEJJHReOMXOtWTG/h3G4e7Ac4H53FGOoIVjbboq6ObN43uigWtbbh+6Cgg1NVAjQiCI++Buq4OagE35IUJw5WYGnu3/eBpTbvsY2km0ctj2AcHJyQI7wLQSrrHwXiDKC2Qr0ZQGHJcNc3/6munrNE1YC3GRaJdOGSf0O2FOSgjlkQ/jhgtq6v4fYExA87xmS4cDjMl9WNOcwdzQ6qZgQAeY9oYgFEqeiHkt5LLLR/eZUA1M22YDw24Zi2snGFvHmd0O7sxQyYslunt46p5hvaQ5VTu+ASgZ+7vpNqy2Fs69YdHPxkf0ZHBKsnuR7iQuvQtQ6nZwuzFAtnK0iAimhYwNrPcQlI2Ikk4Ec4MOArZG6UnB24DL0vhxKgHOmGzoCw1197CH+9lBXiSitrivueX8CnkmqLvHlWjshRHjeC4enEAaI8ubmc7AoDcusow4scP16flsa94gg3XIcJBpFASy7AYqeBIEM5iLAowDrFeTax5wQUD5SX2nJzmns9VWYsOYnFA1j/eXtpBRwyef5yTZopXzzYFgWtxcQAgAls6xgkHbakDntcFzPNmxifBHGBjBRVytBYWhkHZ+kd1ONwnxdJsCAAjAtRe4Pb6CX07ojtfOqt9whzIg5lESQggkBSAYODTLLlJhqzwHXAWUykvuYBzQjF2kXp4lAdGFgWgPjJV+8JMtWgdo3y3UnISMAmocyNAtsBosjrw0ce1yEq2jZ2zI1EUqOgkdj50eBWPghBpNdiGfnW6WRfncuXydc3gZol1/rdcExsRuAdn1kDO4SY0QNIxTeWEZHnChP0XIC2o413vEDR8MrSHcz7cuRveQtzDxXc794bC8E7MPASEAF/cYuA7OCQjrkEN6xvXI/x0RgkDRG7BYpIEOVN75n10r0eoAYe8LsSRhxYfbQZvSBkatI8PCeNCdYNQz3fGdt314DBcicX0tVbHji4jX3LkRI7KGkxJRbyxgu/g1db8j2Qh5kXOj7EsQsAM9IWFhxQVypNP9zm4vT4SrIGg37ZeBC1/17S28btFK95HTm/60IqKBUAo+rcVE7YEgrnvGlx8sz/3nQy8MN5mLByeQqjQWBAeHa/byALrxSsDe61podMJOYiUGLq9DyuOXQHmYCjA3DTQ6G0yx92QwkMYBysOKAHNzaKyHQIAzD6DJrvNEn9i8nUIQp/hhVc7jwDNEQD/XLQSlNFwrId3YZY6Uh1d5o1YuDFTh4RBIw6vheKKgqYV7hM5jY50/wsCgXmlGgjyYFJuI9hZxHywYhWhg2hs+4ow3YORfPtyFfn4W5p91uC6mY1fAVHXF8sKyxgfzya5FWWbsduJgWvk8HlR2ODkMjJV+8LO2O/J0kAAgFKhtcYN/HYU6gyDusNcH2h0zehj4S05dpEIkuFnQ90pZz8HUwbjmudsXjMTNxfy9rmtpQnkRu5vw6AbaQdmi22Ecjigxu1KI/uinIRAc4miHOg/W4u4/ftYQQ/ZXHS5Nsm113q5TLn9oPC64tQ0q4IigADhtEJqCW1OIiCU3uOJCIE8a2cgeZEUoEQxa6UYTzC4aAoUwWdzs8QN+4wRjXJHZju8Uug7H7+E9J7EhjRrH0S3esgGe/tndZLl708DBOYLYDD5T8L7/xzclYxAWqcpujAgBaAbPRE0OIBjKiZMSjvTuE0tSCuJiYMJ2zF4d3WmFi0CjcL/7Ktl9ngg/59jsZgLt4a/v1uknyXN4/bZz32y6GIzDzU/jukvpIGzKi/WtehYDvfMzYynbY4gFN62y61YwBqGhp1HmpASEhRAOTjYQIsBJA/SnWgHAVaF5SJgooI4fdX09tfM4kI0t0uMlbecyp2c7hrX3d3gENdO3pjJ5xh9hYPwIFnwFaaRQhZ1nF+HUFddCbED9LuN+wqPz5zMSEurY4mWxcAfzWDJedh4PjiBclc7CHQAgwPWxNOExrcRgIFzL4FHHOBB5EIPxyO5KwlqQc6D76yiXlIW/GkijoMYZBAYTTJfZ5DkYC6irQdvKot90NaSKk3vORDXYaZ8aFFODA4CTNwT1jgvCD0NYlPY9lwZN5xxIKFDXY9lmzu0Un8kiHAImp6SD4OfRbq4zcI2CbSRMIe5jcCFkq9FUGBeLAz41aOBG9kB2t9rICPcq+aQTjHcYn5QaeUOgskvYkOgMHBS8tQs7oRU4Bzc9Af1VdMYzdpyuAYXd0D0ICCFhKnc5lxieVqi72r3JRiSeAdd5t15BPYO8p/PFV3K2PNNrTu3ct3avJVdSaTopEYXtDM2hq/DzCsiLAfXjSTGulUAiQrYXxGYe79Mg4uEAeta7i/2ZuW4F4Gqh0OK2+CxAYy0aIyEfAuoaYdobhM+79r+K2nkcnfeOmG7EEZoGz3i/PWJBVwHSGrptAXuHEoRgbtmdurKgP8zAWPBHLp4SVOzGjwJ7V+gXElgJ6Fyps5MBItkvDT2K2fkOjVIg06KN/a7OWgzGdg2dkQgiL/qDMRPf0pj/15cf+8V5IePFjBwI3yDv4mSX0gg0yOXPdlRpZMg4uIlh8wqsn7lIFQRjHIgcEEkjPN3LujSNttCHpGBnq9lxMK1DBA23HUhBNRfImzk9yD+GANL3l4z2OxzdDlLMo9Rr4PpY3MVPIna+qAWCgXGEhvIOY29Y9nFG/q5AlOMvxCD+IlMKfs6Zz+5WIMq1OjncLqHKuACmPswRTuou80sDooDwVN/sHgNRH6hXRTAw8Qq1kuZ3y6Wkjpx6N+ve8PYtbhgHo+aTyV1ntDNq3Rt/KjmGoos9en7agAijQOAQY3apyf96xgcdlZGGCCHUzRmzOjuJm4yAVrj7z5+a5gxxzc7NnJ8uz9OMcMsxGGsxfcG0MJGyfr99IpVjKWQpBk40CM9d9ryOc42GVdP5L5+8hgeea4v8aO41PlNOnGOcA5QFwQAkup39b8rOeTKzeTx0LniFDasmK/v+Q+fuVLZtNbRs4YggVCngf5k/zMDICwW6T3z+RhlPnh8iR+quFEcla73EQhaVAk5echBOv3BsssLMxeKVCevMwwUA3WJAQFBuAKUEtHkgXIF+x7IxBo/rwHoOgG3yuDRrkj64MQBC2aexEENAI/zYyh7tiNbEEqD3Zxr33zRjV0V3jun80oNB6wKg7y8XqaL3NOVTjKbkT9q5UDiJ1hCUGvfmkZgOoTSEOTkYLRgYNz0iJqi7RbhJtBcAJKD7gLpp3EUXbJaTTS1lnfkFhG43Z1R5mqVYzh8r3O0VJLILXB/cr9Rgj64PJqwwwoIx3aS34kgTc/BdneGdaZrJbtbAB7hpBovJ8IALBH2fFzxLF1ybprY7hQvQCIsG0ZpLSTdu1z0qU8szdmcqR13MhTZwVwtBr5gMAgaB3VnmnxnmQBD6/vLL/xA5Q47BzRjcQoSqfE/QYWJ2Y4zGwF1V5QbhT5fnSUa4lRiMxZg+J3ELCvd7xO00b/Kc1THOVjwCAm0+FXUOUHf4rU7vXaRcP/459HmW+jFZwME9XmPV4434yno+3P/FefxDkMLdhjzvh4BgHkVvmyX+LANj13E2QXy1z0e3G7p97Nxl9gkC9MbeyGLpD4dG3UGmU0dh4RtkS7+DrsBjsgH19Mnt6/9MYUYQVkFHM7CUAmJcWLTtpXgKML1G1LvwCIvUZ5+4aYAIoYtJEUQgsXCaFA2kifBLDrydm8o0F7ZzAIn6mA4Adc+8iy6OopTDnwSsnx5qT+IuulgAaI+ksJh15meTfbljY8fGgOtfgFn+FW1MdM5oBOqC4/sPu8xNapT9pDveXykuZ/cAQHUGyzKvPP0NEYJ7IChCNDq/r6JQh3m64AbRtXCxgVcxuxl2iz0n3eDZloIx97EnKHaadab0LpvdO3YFKFtnHxiFc1+3unx0FtoL9OSzXbF4waCVcdFIJXWHDTfI9pL/LSzuKu9U356B3XkeisIj+fxd27aQzbbhG0Mo7qbWkcdgL9BtXrVoI9Co7KZxej90p1RNkDC4QlwbKPX+5s5PkucQ477+CAbSifxC27ffGTKGlMczXCm8To+FEl2s7PveHOGRA7yVwNiYqnmVwCnM35NyDivz+ALZW0Ucqk9+WbJCSqpLf6vze7sq3w/2BxkY+VgXoLEfNLAaSJ0DklbyAJ+IMxrYPHbufQ/X3K1yrmMTceDFRg4mKFgFmMG40b3CYfDBFTAmvzuif8P3dHeSBJQQoLuFojAqL78ER+AOAyn7N1yOXaScMYii8sht5U2ZWHwHxkZLdLEF93jDDVc08QF5uyE2KqcrLC7CsqHwwOtY1kmdfVR/sH9nMGZXHMU07iLH7BB0t42Vd0CHfp3vyOSQ+Y55pXfeOsFB3swglfWL/g3d9fofEELE4xHRXK8QykLHsYuDkxIBAuOV6VpgdYCROWGBvz/QLjoYl1g35LMvrcPDAc4R9KK/27hyTnbvP+gbLBq4mA0MYQVkKxGVWnSLGgfZzl1K4q2FRgN7z9EtYjEodk4zdSkpvMsmf/YmxSD5cyDl5zvH76SpHZWhn4G+C3eHsH7mK+96A/SZYW6Qcrv6HQuhe+nYCS1GonuXVcjZc9rswqnuqtK7YFIzZ/CIDa7qirvPxorrjaHQxTLR9P0w3W9/rTw7GN1Apdr2Cgi4wn5yAzY4GOOyizZ1S4/ONfhmrpVrggUXKTg8cF+R/Q+7SRUSfsQzdjuwMo9TgwaAO+iWWMTJLlav20ayHt60aHUO+q/ZXPyDDIw+AFiNsx9cJKDzXtA0VSOQlXaUcepTOAkDO1ec0TsSlgKbJoQHTP8ipZ2BdMFECKswtiZKEK50w00CQlzhF1bPpJZ2+7NfKSGO3nApnjNqfpM3LZ67BjyMhAkEofKxdXQBsIUj7JV3YCyV7eQNTuSg72CAECJIKVhxhZMt2pZmQbDZ5etlifWTwvOZTt7pOYunP291CtV53EV5F2Tg1/mGTI6ZBxUXX6NSTexeKNbn/J983Z0qCuHyNeWVBVx8wLl8BB9NxFUJqMG7MMYx/AZmxzH8c9HTZ01bCUANxiCqoQ5EhNDMXEJHGymkoISGlDn2YnR6UQzu7IxF5Ddzj4p6zpo58PZxu+FiGmilZkfnzyBbCIjrwC0tBIjheOIkJJpdC+qvOsHoF9U5xuY3OHH1iQHq3eteP+0Du58+rgijfskBo5uxFX1K01Mn1empxg0XBwitoK7lzaCeEAMQHG6ywV2pycngIEvYbErs0lP3SSp/qTwHY4A9qYZXN0LepHOnDqSgrM2xEoOvhbVwlxbt1lu8gUUXqRiAphlk5RptMC+/xPh1ovieK2B4OKBzNwSARljcRwP0gXgIbM3jfVzV9LS1S/Kw8LLCNVwXjzmc80l52HCBrMwo+gcZGOgyvfQEmDYrlm2WU5i+d5RbyfC4sUBOEdi/1MS/dgyX6Ca90O+41FcEqPYxBUgpNBeDwUqq+j7GxM7Pu37R3b9Z0jmg0Sov4gZVP5wyMwyXW3mnuFnczafsViAvkywoodsp2TLMpm9lf2MHvs/G1RwvJL+1fnpKlHWjKR1zLrzvYjNQ7LBMbtMoD39gxoshAC5A0tJpYOcipz2somxYuuEbUjuDP3RvTlUKcAY0Od0av1U9B3yrHcf843FrJyEiTiePzqd8OKrl/puOdQHmEcfGYHfSA3XHvdO36Ys0Xeziilw2wn2UuMkWGlh4c2yAucnBxskDbWueWdL2nSAFRAio6ziGprjj2wBvZyMFQd01XLv9Ytbvp3Np0n62CHGmLYwDoysg5XuB3bkKfVrl9LlNu+mpxi2fFurRadrrjcYkdHbnKzyXkxJOWFjCfF6ZGuqvL36uPE/mp+Dy+P/tnqzduOLQwK6ecOf3uLSyRRvW3320NM800/duTGJwiy9ADQa3oLoXVOY0tw47TrWfaarzS//EneCMRGwU1Cjzx+vFunvYnse7WFo5SSvbu36/5287oiGqzsT9RxkYTwbuELbbXR19PXzZ21lHua/Sc0ah53sMHMyjgV3ScKGg3A3trYH2qTp+RHmLIONOP+29OxMC1jpcdry5EUAW6kblndKt9fiAbDwo3NPSoLI3ZWa/E6tw9w0eUkKS6HZO1plPkBEBAur6gFzK/tOdRt0LMRhFgssv0fF34CFh4sTdhAQUBThzg8wR9LsWoq8dGYfL1KFb2EIqweX3XfQp6/ILdpAzEY1ybh+VyeFNFGahIMBg8b6PvKhuyv6iXfxQbF6nisLeEdt28IbU11txe10uVhsxuzeRgGpyWtpPecvF4BCDehl5MWR3RuD53pUcIf6SweAkbk7A2gZSDncHh9mz+vgUBfXM3DM8kXi9SFPko8jXM5KFT1ND60Uwt/GpLCncRYv2ZuB9s+G2NSoJwUU0QnTvAxi2CzDd8e2z+0HMT2J28XxDdeU42C9MD7w36C1cTrSB0M71HViNOXzG1w0frk9hPXmIxQ25kE9PoLfeDn8Ww1ONbpyM/c4zoaEGQiynJg8uvxdh8S3lXcru2e9+qDwHI3ELAj41cFLCkEBzte/3xcjLYi+hO0EGSNvRS9sWERbeSrRSor1QPqVS4wQ9D9dA+JUyDnDGNnNO49qtfcgimBaXtpkYv3vLrJzHu5fgaeNwtQIUHMxt4PI4L/lpJ5Q2DoXSIKch21c2y+BeMVpVT5P+KHyyWiQhbPKjj3Ui0q/PvE2CkAhIgEh2Uoa3NtmDfzqngE6Y1mGhrgRKQm9dO/2pTVrrfb8p3F8Tkhg+vNeJIJJNPnkrnvXymhIW6+kH5VHSPiUrBm3qdSISSc/aSifRXV9X3b5uC9/RtD3y82H8gMkKetbHe5+898lqSqRf/85/XT21TdZ39+gr28mPmFbe26Rt3QN5KxLR+HnyZ5SE0K92etbRjutlbbJap6Xb5T7D4p8oNKQVVPx8UGgSlH9PYtLep8hkPVaUn2GKL1TI207vSo1nRQKW5NImsfhdX25umxoxsAIvmRoVpBMV79PJNOlObnzSYqITnb7Z5z9FosFY1MsFCZ3Hn3oFfOp36Tu7LIgF3UwpJZu0tlkfi4UutXX5Pl4vldN9XxKEvazJTfJJC0pEc10jovlYsVjRpb6vqd6yvi/p/Po9s7w95Wetbqtt8/PwmmZyOR1TvKbJ/JF+qDzneQ2TeuVnpCS0Hs0lsz87metmVRezslMalqFXx8WU1ubFwjrk9QDdfENJWz+4v01i8INXv9kkSmuExT6bXia6NeFBObaieJ9+zC0942Y/757HO1non2NpbWnFvLxyBZ9zPoAEErvGpj/EwOgNi4WJvaggNgkSCwuBzw2S3uokBCUSunox+qGaLBgYL4UeXT1QPhoZT3mBjs5Y01bMyywq99qCpVTdbnIrGXa6rNjJ+3JP+s64o3XlHcqMnS7k0qsMIvEaxDf+ngu9aTsNS7Y2aSGSIOrKp3ldKwbMPw1vh4Pd/kWY74zadYPeJ00LhuyGgdHdpKvjUhmD0pYMjG6xWpbLwWLVipWFq09WiOJE6W2v53MDfHlz5dV20+/6Ppndy+v5Zs+oHvP6P8fHSRuODOvixk4eU4vfd21Zb0yt4PNC8mO694aBcfCGhY2YcX2GOrdkXK1tdvwslvUiWfHSi9I4+4Pl2Vu9sPnWrY1Kc8hkcblsHywYGKPxeHu8m7VL1VjuZ5tEXg8Xub3s5TGquAlZaWC8w3BDtvDtaK3lvR2N76eMSz+U329g+Lx7ttpFVlScKHwG3+00a627XfNvqESR0gK/2xFdHkEXJ1dvdbdDMv1iaVDOA0N1c3SDRHkQtUnoPcPbTrxNq8V7n6zV2SgQQ6NgOIivtCuzi61dn8GVyXf9opd253axtikxvW5btq2mdblaJZ9qrX23WU1vC9edJaR+9dTA2/UNFiv27ZQxzBbe6jeMw79Ynq1e3cjQh58tr0GqT/dSWp2LvRaJSl9uGIbvstX3i1gx9wT4w7iklE7IYM4wDMMwDMMwDAP813dXgGEYhmEYhmGYPwc2MBiGYRiGYRiGOQ02MBiGYRiGYRiGOQ02MBiGYRiGYRiGOQ02MBiGYRiGYRiGOQ02MBiGYRiGYRiGOQ02MBiGYRiGYRiGOQ02MBiGYRiGYRiGOQ02MBiGYRiGYRiGOQ02MBiGYRiGYRiGOQ02MBiGYRiGYRiGOQ02MBiGYRiGYRiGOQ02MBiGYRiGYRiGOQ02MBiGYRiGYRiGOQ02MBiGYRiGYRiGOQ02MBiGYRiGYRiGOQ02MBiGYRiGYRiGOQ02MBiGYRiGYRiGOQ02MBiGYRiGYRiGOQ02MBiGYRiGYRiGOQ02MBiGYRiGYRiGOQ02MBiGYRiGYRiGOY3DBkYwEtKEM+vyxMkW0jicU3qAkS2kO6uuDrKVOKO4YORp9QqTcs4qO4SVfnASrazvp2C66z8jNgzDMAzDMMwP4KCBEfBwDs49TjIC5uW7ANApRT3gXECMbxThDEa2VABGxYUAd2DVTEoAskX7rqEWDG6yRSvdq+wGqG/BANNmo8654Z+BaSVug3LnvyzcJTiYooEYEaJDPKVjfxsB7jSj+U+B24TZguRjUw8AACAASURBVGWkDLcLswbLRxlul6/kmIERHnCBoO+qbgnrHJaXqJ/FGY0gLBTMwTo4GKlnQtnQ4PsH0MQH2nbvSYmA0oQQFqyf4GAqKh0eDoE07lYMihaA2/PEAWgEhBj+XUFEEEps/3wICajG4dZKzGynRmBnaZVkI+lDh2rvEQzayw3xKs4xmv8YCE3jcPv2fgs7TtX2yNkPlsnfAOvNCr9Rd5gvgfVmBdabLyUdwAokCJ2stdt/WiQACSSSrSzfa0oQtVevVjQB/X1tEkInv6sAnzQhkR7+yiYBSvkjmwQhASL/29skgAQa3MdvtZFOeuFzAhKAtN4U+Z6la6zo61n3nPMyfNI0KMPqpO2gQCtW+8lrGrVFlpt3+7Vr4+Lfiox5m7TYkKv+mkGZRKKyDZfK1Imosh9q6vgpunvT5NntQr3toJ1oUa+yXG0+j9eJUCur5+G9TYIogSjpWRX3yNlBmcy1yG1Ee8emA+zp4yO6cKb8st7UPc8P1B1fahOhF9sk/+ibxucadvZx8XeF5zrUTpt1Zb35W/TGWzG51q7PId/Q3/sNDCsWJsPlhe5eNg0Mb5Pd1MJCfazY7oTR5TQxLvpyKWmby5+VVxDctftZMTVg9rG6aPc6UdXCpdbAEGNDccPASMkPlKNkrE0vr2mHnYu56aS01ladcfiss7d5wDos10NjdIXaOm5xdNC04nnf16OLxTbNhmM/GSwP6l5TxQJ7WIf6TYjj+GR1HpjXJ/OvMTByG32BgbGnj/fqwlny+6os680eXfhButPLM+lCm5Rk/FvH5wp29nF3RbcgpiSsL+r17naqqyzrzV+iN/n6LF/5Wr1oyJ4/Ptez08CYLDhHfI2BkS3AbudicXUwXsxa/bKMvaaqRbfX4tl5Y/rFBC18n5K3e4yYNwyMCgWpOzXo22t+iiJmBsag7WYGhk9+5aRGoHSP8ffYNAB3yJnX3a6If/5uqS2syH066wq/orgbVPXtjjpu8taAP5ej3CbTtp4bitOTqu7Xu8eD004uS2V3O0fr48aQPfU/OPZ17S6+4gRjRx/v0oUz5Xdwf9abfVX5KbpTfqYFmfrm8bmKXX2c0utEsmJjobadqqvKevNX6M1CvxXb7wPj8x7+e9F3qoCTNwTlYXc49gUXQOINT8Dg4B4RLgQQCVyvAtanzXq6xsIrepYhg4O3AqQ8VGjRtgFaKahC3YJziFdbeM4AJw0cCdi7xdJjkShFGTjI1oGUQDP4NAefP+BcHF1rZESj77Bqqe0cpInQ3q/GNAjrodsWl1bD+/WYmaYRaCBhkNuFEBBdGNV3HQIJgEp3CQYGBHEVC+2W43SEONFvlBS87/+xFuXfJwFoBrE1fRkNGuBAUJiDcwSx2H976/hBhEVaV6kBESEAzeC5qGmAEBDxCvh3UsKRht8RcENKQVwMTBDYarY6ApwxMC4CjcL97kE/xinZQUoHYT3IfEGMWnUf79SF0+WX9Wav3gA/R3dIeSRVeYtvHZ8r2dXHQDA36EDQ3q7Oy7vaqQrWm79Gb9xrrTREdHG3MQ5S73xzf1cbGMEZxM64cLKFIwUxWnnGXP3oXrHFzkC6ABIW3lb2fAh4hFyOMUBzFRAKlYHBAU7eYOj+Mi46iJqnMArr4U2LVrZwJKDuCmIgBTRd5AaD9uaQA6E1rGrycw76yxmJ2Fjc7coCOQCNGAc5OweArhCTVbeDAV2XSgowrQEphWZSjynRSGgICGi0FwehFdRVTISeoDqjLZgI5x6d4UVQ1i4XXmShzjEgkMB9Vdmoy3711RCaBkCIiMW0WFl+duFclq0fs6DdSz+pCxTt5TWchHQEvWHQzhEQQsI8AtQblkAIDuZmENFA3dVsLPgJOCnhhEUSgDHfVYtSH39AF/bAenNAb/r7/VDdCSYnKxHqYL9+s0zOWOpjB6MDIOyx53ynnVhv/hq9cXnROF8rNQSC65IG/RBBOHLsUT6KO+gm4G2yWichRNLaJuv9sWMrb5MW5YCvpaPDp98aaCU2o/enXA/qsqImGLt8LLgY51G8n09alOpS/s2r/LFf6BKrbb/pIrVM76rl7YLfe/Vxax/7Mg1w2nIx2TgeLPn4Jp/rfcB95djR6zcdWReLolUXgOUj64pYm637Hnz+HPRGIz/W4+yRs50yOXIR+MIg7wmLfXxYF94/gme9OV6Jn6M7faG97zklsflcXzs+v8NiH3c+88LmufY1Fmw8/652WqkT683xe/8ivdl0F1zUh693kfqmN3l3L78zBg4NhFKw1kIpMTpJqC3LGQMTGyi7b+eAhIJPHt777D41LdlJtK0BRAMimh/PfjkBzgFXW3DPChGxdIT8hCCsR0oedvjjMH73RT49ioPPJNpLi5VXYVSQj2+1EiBxRby1Cy/oW6v/6xoiAkjgnmOI8umY02hbc/yonBS8txDQkO0Fl8sFl0sLGQVsbTrmPwUn0eoAYRPmB4+EqyAEbbqXTQY8XACJKwi9i4CAUoTsFjhoyw/nBSShcLcN4Axu0rz5Msw9crbn2t41at2FAkCXbvKCy+WcF3uOq7HSx6wLx/ilegOcrTuAkxdc2hZS9+N8fM+NaY9MfpPeuM51wxmDqO7wKeX5VgNOl+fQ09vpN8J68+QteejcBQ/zCb05YpUcOcGwtt5qOjvwZm8gtbc6aT3MVqG7QJ3ldLPlLEyjWpx0grFUfCm711J2qGW8nmTO8jpRX++DJxjzACb/ssL7n7+Z0WF5B+RZ2Q3rvUs5PDzJemYpORjItntnrX6H4Zl9qPKvWv67Xan1KvSnYZP0eN0OSv7tZGdp9N0y72ZVe1WxS/lHy5lcDhW7KWfr186TLoxPMLx+tf2wj0/ddNrs46O6cMIOGevNIb1J6afqjk+2KlPaeePzd+nNcoB2IX39vPDKdlqA9eav0Zvjcrbe35/Qm0oDY5wdSFOXbqvw3oZSlqA+RRZV1rrGwPC+vgPfFqCKdK9f5yK1fP95OfsNjNlzDAeuQwbGkuE5cQ05NEBO6rk6sNVkKSkZODWTQ4GhYVbNNx9Z7xiUS4wWz7O61Bxl75fXbXw+xiYMsmm8waacrVz7TMW4/vd8fq+fGaZOa5KKPj6uCycYGKw3B/Tmdd1P1Z3lrEvPK84bn79Vb0py1M11FXK93U5r9WO9+Rv0ZlFGNjOqbbshnq03lS5SBBq84Vn5BG/V5K3P+Ximmb0NWkBZ/3IbOIvH47tyIPxAugwSs6DwuPNtkbmcM+Pl+mDW0tGnumtQk4PvQ/zO3nQrLz1vckB8l7WiGrpCkIP5Na9xdpCtRlM8pq75eRdo17/1PQaEkctbDtRcfGs9ADgDHQ4E+a1COcmET/B3gWhu3fG5+/o3qQqL1LlQvf48NAEg3blUDNqfFKxPSF5VJrnYoqaPP6ALe2C92a83wI/XnaZzfc4ZbvayUya/RW8qINp0YTncTqw3f43eNEthBDEg4I2EB6frDfBNMRjvE798dRDwcON4heHfd66PgzFwi5kndhgMzs3KCTECTZ+Bi6DVtd4H20lIJ2CXRhBST6MzhjC4zzLBtLgUYi16A6U5FCjTTVLospSM6Iy0islhTDagoG/4+WN+gGklovZzv2LTot18gBxXQPp+PItJMGhrYxOOQv1mxx2qcbjdLri0EqbgcLpHzj4jk2dT28ef0IU9sN7sr8bP0Z0lXej5OeNzLfV9nNOGBrjHtJJdHQfz2/ntxHqzvxq/U2/omuOF3cTqzvNNaaP5GznpJCQdziJVoMZFyor6o7nf4SKVMwcIIfKr5GuPO/sXqSx9V31sascv1ZvVr/STFReptXrNL67OBLH0xsv17AlpO8PC4K2Zsywl78i1FfUxHJtZIGp+/8abVbdcdhZ/XqhzoS6LsuS7LExn+MHuxWf/3mm2jj1ydlgm85XL7hPvysOQPX18VBdOry/rTX/dom78MN0p60JF/5w5Pn+X3jx1eeyqU3KdOtxOVfVlvemv+1P15iX345iT1TCErf4+U286fq6BUREQVpsa7BwDYzvIe/0elTEYewTf2yRomrJ2IrSVwmJFKdBqwz9xycDYMC6892nklrjHF/MZSDUYlIiSKMqCn1/bB4pRYVHZvbl8fN16euIqulR25fTA++q4ysEBvx+sDg34i/fsjMZRQF7hutW2+Ub2yNkumRzS+cQ+/yY60w/4J6SC3NvH9bpwovzOK816s1a3n6g7fYrN7xyfv1FvpgHJQBevOqvjnnbaXWnWmz9ab1Lqg8C3UyHv6O8T9abnRxoYeeG8LoTYstaGNZtlbtlJRQDyUSPm6O+81UkU8+yPB7jtx/bJTt8f4l+B+fNFT/9d9/3kBt6KlXeKvO7ZB0G9lOnr3wPwpXib9Jm5sov3OC8veeUN847dVtBYPwDOZ9lk9cJ7UZjMoeDNPwjWm8WFIuvOCqw3rDesN/s5WW/ONTDO2O39AFaXX8BXX8D2ovmo0OaTgz0/9F0K3Y290apyfbIrg5DVK/1pxeyUwmud9N5nGe46MAzz4ssncIb5A2C9YZj9fEBvLimlBIZhGIZhGIZhmBP4tVmkGIZhGIZhGIb5ebCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMabCBwTAMwzAMwzDMafwlBkaAMw7hu6vxo+A2+Xvhvp/DbfLnwX06h9vk74X7vgy3y6f48w2MYNBebohXAfruuvwoCE3jcGtbmFM0KyCwhv58WB8W+NP1IcCc9my/AJbzBc6W86P8NP34ar5YH1kfVmCd+BhpD94mLSgRkND9EYlkfeHS0rVCv33tvvrqRERJb5XT3R/CvnnDA+xo05RSsoJGbVS+zCdNqHserxOhoo02y7FJECUikfS7Hffb5KyGXsYmz7TU7t6KST3tQl/vqUOlPgzr+8N14q/Qh0LZz/aZPZNNYtBu4z+RPt6bRR0ryy6P+3/AuL8T3+kFiJJeqmZFv1TLjhULuvBVOrFTH3fOE1X8geN+Sn+BTuyR3W+X8zL1Bkb/AIPJwj8falx5r3PHky5cS2NB2HPtPmwSW8IyVeajSnVUMHe0ab4NJTwVbllxcpvuECgrzhNA75MVlAiUhD6wKP51claB13nQpMEE6G3uPyBNuzDXlZLoLvZWLywm91ChD3293tWJdwbqvf3/p+vDuLBuUs2yUS7rOw2M7t5Dg2Ig+zzu91X8A8f9VXyyOm+YrBqQlf1yZNxf/Pv4QnqHPu6cJ+rv/0XjfkqsE9Vs68Qe2f1+OS+z08CYN7wVc+HPnT+fJPK1Y+Hbc+0erECitR973VnHPg0nxkO8pVR1bdor0fCZym2Xn2Xvo3h9/q6Ft/q5i5vbuYJfJmc1LN7DlwyHsiyWZWJfHVb1oa/PGTrxtoFR0/9/iT68fp0nUdqa/I497xnkPlpYDLyhu3vrwON+PZ+Q82fZe07xdvTL3nG/LA+VC++3qe+XffNE5d2/ctx/1pV1YrHsHTqxR3a/X87L7HORKrBn4bNn8nhvotnbqN+kVEu1KbZpQVkKSmnF0R3ADwric3fk+C7uz5SzGrqFYXFXpCB33a7N3PNFdLt2h1rvQN9+k4GxVJtZ//9d+tCfam3X57sMjBV52bFA4nH/t4/73c4sUXaNO9yP+/tlj+wsGSnnU6uPO+eJ6nt/4bifEutEkTN0YlDaDtn9Ojkv82aQd0CMACAgxNalBsYBEApqK8poz7UlnIMjgeuvjGba0aZTnIR0BH1XBwK5BIQIcI8PRBmRgLIeKd2hGodbe0HbSrjqiKYfKmdVEJoGACLiwuMSNc//ds4BIAw+yjQEAhBC3F+FX60PwGGd+GP0wcHo8GE5/SDUIKtAXM/UwuM+fuu4H4KDbFu0rQGuCt57eCtAX9UXu2Qn65NQR9rrU+ybJ6r41foAsE6U2CO73y/nbxkYwdygAyCsxWL/hwBnJNrWodEeya5Iyp5r1+oVI9A0P2jwqGe5TRsQAXEw+oQYAaI8eSPAGAfS98OLkIbo2AK2GgIJC+8T/F0gmhsubZsnhhV+qpzVIpQGIUDfDNyz+wKclHCkcd/TYVuLtAK/WR+Apf7/i/TBOTgAQjRwskV7ueByueByaSEX0p5EJwfXXdBK8+E0jLk/ivIZIlZbkcf9XzvuByfRXlrcHoDyHt5biC+zKnBIdoIxcKShPjvsj6jRx1PnCfxufQBYJ4pl75Dd75DzGYfPPpZcOUaXDANN1t0B9ly7xX4fuh9yLLjRps+ApUFgU+8yMw5msknQsC3rKvZJ38PxjbpsEbQWrNrxXXLWu3U82/tN/LBPur9ChozlY/5ORg8cdx7r1x/iIrXS/3+LPjxllkTSz/N1n2whtiG3A80CYEuB1vnL8+S8GHw7lPtCW/K4n375uO+zfBGdmJGvrl8OyU4n74tFnz3u79bHunmi6s5fPe7nm7JOfEQn0rbs7rn2dDkvc8zA6ISovv1fk+H2AmnPtQtYsfO39Uq1Ga0/+av2ma9q0z6LTFd2n3FhJEyTAKgdQlkVEHaYA0r3jXI27Of315jdIDfKrtNnBxkPxp8wMPbrw+B+Gw//MX3IhW/0/9+hD2fIRCnQevj5OXKektfD9Mqdz3GXBW29LXncX7nod8j5no2j9RrtXOTWy85SIoJnSSfrwxJlfayfJ6r44LifEutEFafpxLbs7rn2q+R8v4Gxx4qasD9Q9+DDe51oV6qxb7ba32jTlLq26n88q8s848JCJZKmDwjbUQX7bjnzOg/2pN9OWbes7PMF4lp9Dqeq3a0Pg7p91wnGu/3/B+nDsoGxFhg6K6Q8yZ8o50ssGTcleNyv5+fKeW8842DGtHeCvLd3bbeyjH1aH1JKRX3cM09U8dXj/vOerBOlMt/SiRrZ3XPtF8n5TgPjvQwlryP07Ubac23h15WC1POdSvVm1hcrxouPpWwKWzc4Nf/zQJkOHRH+Fjmroc+DXmrb+QJxcTH2VhapvfowqPe3GBhv9P8fqA+bBkbNwuMt+XmHHXVMPO7X//wnynmBaca0qrY61i9bsrNnB/jjzPRx3zxRxxeP+ymxTtRwQCfOPL34SnYEeQeYViJqj2kclTMt2kGwYTAtLu1yUGHT0KFr6yGouwb07Ztf/b5FfZuWcZDyvWCmXA2DVrr1IOqqchyMbHG53GCiwN0neKsgdtXtN8lZDV3wazE7SEQIGASnAXQVIPTZpF6EGAEQxKGUIL9FH4D3dOJP1AdACAGglNWkk59BIOeSnGf5+aScl3kGak4ymfC4/weN+2tMM6bdLri0EsYd76BDstNlmSKtPvesBer1cd88Ucdv0QeAdWJFJ/bI7jfJ+SLVpsjGq8iHRmH5TZt73uhavnY3U4t2iYW3zVbz7tsrK9q0/PNCnQt1WfUn9HnX4O2dTSsOHofPy/kRcvauTJSeafiG1uQXj/Rfn499R+ndM9tafRjc89Dzn/Em7wM68UfqQ65UwQ/bF082lt5y/CVyPip3+Nbxwtc87v8Z4/4ROtlYDLjd6JcjslO9q3uyPuzSx53zRDVfNe4/f886sZsVnfjI6cWnxv0J1QbGOGPDhgD4/sUig2toIcvDnmuPYEUXMDQtzXe+0PNnIarPNpCLOqZUu9q0+p7dsego6Gmhbott8338GDl7Zlk4JxtS/xbnsZwtZXDIQYvDYNld8rjGap+fpBNvGBiHdeIP1YcX46BGYMHd6hnj8T1y/nKJ2hjDedzncX/Ejn7ZLTs73H7O1oed+rhvntjBV4z7KbFOnM4el7VvlPMF3n6T96/A26TPmriK5Z//5uKNG+ZJfDmH2zg128KgYvWJKdT+RA4Fyf0CWB+KZfy1+sByfrB8lvM/EtaHN+7BOvFr+AI5v6SUEhiGGRMM2tZBeP87357MMDWwnDPMC9YH5m/gi+ScDQyGYRiGYRiGYU5jRxYphmEYhmEYhmGYddjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNNjAYBiGYRiGYRjmNL7EwAhGQhqH8BU3+0byc57wlMHBuUI5zsDMPg8wUsIdvZVp0Uqzs28cZCsLdfkQTqKVv0F+ur5YqKgzEm+JRzCQ0iyW/30EGNlC/ryK/RhOGxsKONmeOL6e3Zd5rDijuGDkafUKk3LOKjuElX7YOY4F013PasUwzC9kn4HRL3Ccm/0ZecFlcfCMiGhAZ9T4xxLwcA7OPU6Y6CNMaSEpFBrXopUDc8IZ6AiUbupM5WKUrpO+CdvPECLQDH8VEApykf8k2ksLM7SCdi6WQ4x1F34rEcE5mEfpoQKic9C3vcbcsPgA5zRc/GErjvCAcwG/oou+hTPHhnL5LuCc8fWEvgzOjA3pAIyKCwHuwKqZlABki/ZdQy0Y3OR4HKUGqG/BANNmo248zhmYVuIml7d7QukuwcEUDcSIEB3inz1xrhDg/oKNyX1wmzC/SAbSHrxORDr5wldWIAn7vDB5P/wZJdKlX/1BeJ0IlKof09pkl75baefxdz5psXBdvkkSQBLWp5R88tYmO/nTghIJPfpMEBJILNcv2SSKz5o/sALj/vY6EebleU0Jhc/ntxMJS+3xk9jqtz3yUcAKJIiV1vI6iW/Qs75eVlf05d/ImWND6fItuThQ1vG+zGMOCduPBkmMdNwmrX3yVici6samerym5Wf1NumKSntNhfHEJlHdhj5pGs53w89X+tmK5bpbkYhE0pN586x+nbNR18PXnsQJ4+Wfirci0Wn9MV6rnc83yM6fzC/Tiw8ZGMOF7T4Dw1uRCEgAEkCDiWp2ZbKCuuuwcl1K3uqkxcpi1neL6v6+k4G+hjwx69kCvvinxfM+5fpM29kmQa+yte7KESIJPSxTpOl8XZ5Mx99X9Y33g2fIQi607fpgKPB58p0ZGMU6LBkq08vGBoavHBHrZGnQ9xv9bgUVFhXjei6ufRYWC+NHKRuB+S8/C+ml7/XzWav604qXvHd/h9YyVgz0yiaxavC+x7eMDfmi0fhAO5/x1LGhVL2zFqJv92VB90c63rdjp2c+zxOj8clvtZFOekP+15uin5tKj79nwV1hYFid9HBAXjMw0nysPsdw7Nq4+DeVsT3XzmqfNOGcjSCv6xbQPm+Qfc4I2743DdqIaD7/9ozHo6U26tqw5nnOWmh6mwRRNm53GvtjDsrO3j4ctvsJ/e5L/Sj0Yj9W17m/ZiIfb/VXrV7U1vELeMPAGE8mcwPjJVTVi9jCogfTCeh56fBzn/TCYOw1JaIVQff6uXB7LmCtmCyaK+q9uIA+sHBbMDBG07aYlLu0iN/Y1Tt2urRmGBS+qziB8GsLC0158T9YgG3WuUqWXgO6T51MLQ2GViRa6Eivs6GnhXgtfgQNFondgmRqHMyMs5X2OXU3s3vuXQuIEgX57trpdCPjO8aGfFGiwWZJ8nbfQurssaFYxe3Jzm4uHt7vSytKY0k3Htjpycaz8rOF0tr9ZqejO1ldtK+dQI4vrDQwxNhQ3DAwUvKDhU3JWJteXtMOX2Ng5NPoMwyMik2n6eLtqBIdXaT3Y5GYrhnK7eS7+Sv37bIRUX2iP6rHSafGPm/K9BuH+/twp+zs7kP/nC+F9afML73Mztd+C3JcW+duzgANDJV+3jg85lduxn63bkx408B4VeB9AyOXNzwy90u7UiUD4LkQKJe+tHgs7/BXDO6Tei8vtmsFarB7rbvj8ucCtDMwrHgq/6u9u3bTom5ytGLkEjV1kdKiZpJYFvbSYqd2cbx4z90uUpWy9DQun0JcHgA2Fh4l+c7P3P1mwTgZXbP6OGUXs8NsLnRqmGww6NfuXV64n3mS8T1jw/JioFssV45p748NG3dZ0S/fnb6s71C+35deiwV3p37hsewO5e0eI+YNA6NiQVZ3atC31/wURcwMjEHbzfRu7cRSdzK2/j02DcA9cnZQJrt2FSecYGz2r9fdSYF/1vd7DIy5HOVxZNp+87XEoovegbb/hBud7+T41c417Kj/7j7sT8fOdcFd8u7I/ViYQyrrXPx9X8ZBea0a936Cbkz4740Qja8jPADlYcXrIxIK3gZcJkFzzjmANK7D4De6QpCGdg4QArsIDo+gQJNguqbZjq5z8oagPOyOQLzgAkhMf0AgQTkAMEQYB1ythcp3gQQAoUBtixt89zkAZxDEHfb6QFuZSipEoBECBCBEA4crRFefEAluFvS9UV4IICIADsY1sD63fzASNxfz97rZLIfgYAxwVeK9gNVaWYo5mF30/dwQCA4xDkMxA8zNQdz9gTo1IAQYAyi/JJNbyQ8CzE0DQgPOFbKFRTipEbWFVzVyH2CMA4JDKzWUUpiJYgVO3uAaC6+6HwcHGRy8FSDloUKLtg3QSkEducGoyt80NoRHDp4WU9kVEAKQ2sApi6USZlUOlQAAIABJREFUzxsbdhAc3CPChQAigetVwPq0+pN3+zI4h3i1hecMcNLAkYC920U5o2KfOMjWgZTAsPVz8PkDzsXRtUZGNPoOq5bazkGaCO39Yn8BgLAeum1xaTW8V6u62TQCDSQMcrsQAqIL2B7peggkACrdJRgYEMRVLLRbHguEeHOsfBsHKR2E9SBTGp/2leUcQSz2IQBS8L7/xzdllRAWaV2lBkSEADSDZ6KmAUJAxGuWcVLCkcbiNLEAKQVxMTBBYK3ZdpUpFKxQXfKBGy4OEFpBvTsvP2+wrw+DuUEHgvbLY+2xangktX1dd3FlnfsEGQ1my0dq0KCYj2eDCr3YVcev4+cYGKSKCpKzB4nBusDBOQBiujAjNA26RZioFkS6CpDW0G0L2DuUIATTTbgbhQRnELsFhJMtHCmM1yIxd3Ps6gwAzkC6ABIW3u5VF8JV6Wz4BAAIcFB5Ug2PYc0GE3A3+do77BsLl+DcQGS753o4uIeD1A7CWpBzoPtrECBl4a8G0igo9VqwB9f9Hg5GOkD7bnEjoK4GbSuhVhYkm9TK0tSgmBocOLZIHN3TGARlUTuOzX9/gw4C1qsFmQ6I5EDXSllyBrob4YLTkE7vlMUAJ28wdH8tSDuIXjoprIc3LVrZwpGAuiuIqQVfyzeNDWs0RICLiMW0QF84NoSAR8jlGAM0VwGhUPmM5/QlTRe5waC9OQABaDSsavJzDuY8ZyRiY3G3K4uWkDdChs/iHLLBOBkcHAzoulRSgGkNSCk0k3pMiUZCQ0BAo724vLC6isnmE0F1RlswEc49OsOLoKxdLrzIQp1jQCCB+6rKUJf96vtwUsIJiyQAY94tzGX5+pVZs/qFpdi9vwknIR1Bbxi0ZQSEkDCPAHV0fF2CBJQVUAgIzuDWSgBvjuW7cTA6AMJ+jVwEk7NdivKcs00314TluYH2Ku0v1oufY2AsEEMA6ftrkgl5Yi510takX6Sz+tpWQ8sWjghCzSfc4k/FcEAIiGgmE1+3o9MMBh2Rz1H3k1NdNsiTdYxAjBFokI2J0UPTqB4OblKvXFZE97PBjuCiUohmsNMWEEkjNAJCCCQV4ExEY+38p6QwnnMHJzUAHOJ4YUAKqrlA3szmDuJeZrLU72yHiABCzKvTV1+5vDu5d1fphUNsFKwIMCbuPpkJTuLmTko/2tPtvoXg8DAG2gUEJ9Eavy3zXTpNKA9fUSlSHr4xuEkN2UaQUOsLyp18fmzIO07OPRDUeJ85hvWCPjY2TE4ommuDKwEaAqrqBOtVzmf6skuhGBpY75c3CRzgvmT3PcBIg+Y+rYuDvBiQ96OJ2zmASMEqBSdvkNoATQO7tqBqzk/B7pwDGgE4A9cUThl7Wa8sL07ewUFC427L42v1tU5COgGbBI7sy04JMQLNd5/IHCNvBAHCTnfZG+Sh5zVehBgB6k/m8okyaX94AdkQIYQ90rAXypseAq9TjQho5TEdcvbIWRWuP6lr4GQL4/oU+gSxemK5kxDgHgZGRzS6Yi5cQSgNchr6ZtDce90Nr1OqnWX/Zr14w8DIR38ffehgYJyAOrp9XAsp3G3oXmoUEMwDV1E8uP4esk8TrsMJWaTxrngAHGr7g3JZwaB1AdD3l4vU4iE35VOMpnRk3x3fOYnWEJQaL/Cik9Bx2+Xg+WhKQ5iTJ+2iLBHU3SLcJNoLABKvY9hg0BrCvbcuBgNncdAMY7eNbLiJZ7uqxuDSxuo2yMaFgL9HtK1DLLpHAUAs59bfgEiArIAKBm2rEVbdfQKceSA21907tCQUfLoiBJq5IL7Fl4wNefHvnMZNNs8FdQj9LnjhGPwjBBh5QyABcb1CqPGu/ujwsqKsT/VlcBI3AyjVgCJ9UdusEeA6V9O591Z+N9PyKSlBWD83+ML4BCQGADFmgwDA68TYY+9ZxovsEqG9AFHAo23RNiWDrkb+GhARIgncu3YITuImNdoWk/Foz7W9a1Q61W3lV+IkWh0gbML84JFwFQStDdzVQlDAwwWQuOf2fZ5QE8YvpTx5AX0GwcEYAxcBoe4YH5rvkZ16er1yxoDud3hLyGPYDVK3kM2kzfv5DALW13lBOHnBy9OW0CBvOB5ueVLwvoG8SchWDz4XsPdzN01/PLsDP55BMeNA7lOySI1vVg6QnAbmDljLArT2ndfUBeEO0lvuDCgqB+GsBz5Z+242k6qaTfLQP2+Sg88oBxrXBHO9gqIWsqgs1Hs5QOlYmtr97M3FPbl+JHPzwN/lIO9xQGcx2K8Y/D0ImN0M8D4hz/hScPuuIt7L7rOPrxsbcrGD9Lgkku4DbCtl8tSxoVi/cwM99/altzppPcyYorug8uXMcOUsTKNaFMet5bbcqQPFMWUpO9QyM90f6utmkPdymdNsd8/A0deE+1YGoT6DTl1G1Pm182D4cZparzdSepfYPc7XB7I+s1xV/lXLfxcMu16FhbTZo+QTk/lhIzHFkM+Ovf753o3N9K2lX2/K2cGA6f53E3kZ9vP+IdHnjJWbY/uW3HXpuIcJGJ5ZpA4mFdi9/vkBupHeCfIOEZFoEoB3ZC91oXhjyr7vvdvCWUeCTqLVgO52qp/+xjrv0KRFX+hhLMFS8GHBz7r/xmX3lGp/62AgTT4qnBEdpEa1xQ68Ygvu8YYbrmjiA/J2Q2wU7mrqc/yCRA4AfwCI0cG5LshYWPijgQYfZlGWFpjGXYSHQwBBd65ceUdqrz9/9s0cJg6IIUzcefLuMooBsx9ECIg3wzO/ki8bG/pi1Vi2g2mhAQi1tBv1xWNDBSEEgD5zKjt2B3t+Oj5xneDcGU41x3HOLdR7HzEENMNBNwaEyby4s2YwOuSg6edn9Aw+18bg2tf7jftQdhSvmrNn1zrZ7fhKXC7TqzXaS961FXuPcBoCTYKfz6IY0BsM2tZB+IPuSd1ueVM8uRjdvXga5oxGeLoePeACQfRBN537rtvsnxz70bybSGNW7Ou0olF33P2xsWOPnO2jcz2byAtdBYQLcND7Y2FAEMrDhguk0zBObfRrGSclXBCwfjD+kYDyFuEioW8G1z0nOh/UC+BDutFx2MAIDwd0x3wA0AiL+0jId/o7D8s2LW64L/i+9z6NU9eQLshK7AvidJ3f/fComXohm91jyDiWYOaylEuf+1k/rxcbgb8BDyNhAkGoHOAbXQBsIdg3RJBDpUtCDux0Igd9BwOEEEFKwYornGzRtgRdEKzXZJqXBk33XKKXzvBulN/5rMtSgULcRfa3F5P23S/f2+4ES5ki4ukuUqV7f0fAaDAtWp2foMYl4CvHhjJd0CHpmf/xi0+PDQd4PBA/ZGD8PpaysmS3373l0ImdNQyaHkNQdw3XuY7mBAff1JvFLEoBpm2hUe8KO6NbVBsTtjPmfDsOssq4WPp5H9jd/TgGBDSDOTdvSG3GVjiTXaxO2YfogrmNAxoNVRmf9a1MjWxSsG/udOZ4vaNG0XzDaFBy0Sja5FfpxZh9BsYzDVaAcYC4U5cNREGNZsk+8Gs/wUgYTIOscxaQxlsIEJQS0HKSWrZLKSn2BDqu0BB9eaav4AweLgtooxWuarDQCMDiQnNNEcLwIbqAx8XdfMp+pPJSyEoRusDyrRn4FUD+rN6RuTA4mAdyRoaDk+m2LM1+MI676DgUIHwqzSybzouAaN48fQgRUaivPTUBgGBwCwo+CVCf0hTLqQi/fWwIDvImc9rVkxMQfJq4b+V8AvNxYEj8xiyKwRi4RXnfYWg7NytnHJBJ0GpHyu9R0HSpagq+OxWIOffpZtnBtGidmC36Q9cBwxPVPdd+hs6Iam8w1/d2Tj9LgGklovazjQ5n2sIYNSV7R7wT2J2rYdCeEQfTnVboLh3t3Rdiljar8hnZETkIDm62Huk2A2YZA9+vc8+xOvdGRGm90NV598njb9GLArvcugY+WzTxQcfKi5xqYzBWfcFK/p5PX0a7+HbM5/Wdn/Xiy08GPm79S7zed2ve9/IcK2j5zblrvvjF2Af/Ks/nt0yX3tBZ779tkyCRrNdJCJ1EyVd5wVew6CPqbdJd7IfVS7Iz8Inc2Rn1svS612IsQykGYygvVTEYc6pfnnNaDIZPWozf1Opt7s93PXgP+QF7ncRT3n2yYi0O4hvGhuclWUan48R7fOGbvFMeW2q7522f7ooYsnHMXvGKjRiM3CdCiCRoxxuQ+5dRLX1XHddgxy/Vm9Wv9JOVGIy1es0vrn4R7NLbikuyvOfapTqd8mbp0ssyi7ecz927ePdN3gt/WzptSy+zLdRlVZZ87cs+t59l3wv1FqpzVHY2+9AXYhf8cmzGDpko17ni91v3GLwN3M7q/MaYX6sXNXWs+v1Xv8k7pU4g55VeC+apMTC2Ak3m5Q4Dp1Zeb18aDKaF+bxgfn5PK4uNXZy3iNhnYJTeQNwZHF3wpfc+eZ8X8KRf/85//RvF7Thw8xmAloOYRMloqIgC8/2gNvuMkhi8Vdw+62jH9bI2Wb0ccLZflvICbP1loi8ZITGfmIdvQ+/fkL6+6KuUjZODvO2wbWhFb3ZydFH6CqBeedPzt40N/eS29SbsI5xsYFQEJVJlX59jYGwHea/fozLIe89Cy/ebJKMPB9XeasdhPUrjxUaQ+JKBsWFc5LFvcn2t7Pg8FtFoflvQiT3Xjh+se1t7/3eOkUHFMcHP69gHnxLN56Q1Di6i+oXiIQNj8Z6d0TgKAF+o22LbfCO7ZGdvH46D5Ps5uLwnqZ/zybaB2m0cfaDO/dvQx9dNx54DrPb99+vGlF0GhrflXfDu29Hg6juBez7gl2WY+UmcbWBQedLWBaPP+4WTkF6pNjIHTMqb7y6/yiESSWi9uJgY/vnUydHSRp7tTluIurJpXtfTdpHPofoEw/dGHnWDYMVEvGBg5AFMJCGoflfjg8yzyjDrnDk22PEGycIfVd7s7b6syHpy1Ig5bMguntSNFy/bj51P2kZVGM11E119flc+ifVWLJ9aD+6ZN2B+7hj4EbxN+qQNkHL55yyidtxw/TR1tNG5vIhc21xj0s6TyF/Ip/Uipa83MLzVx3bwrJjt+P49lHbMDtKdUpRPMGwS+oPq5G1aLd77ZK3OhoEYGgaTXa0/VAi8nQ/43trl530eS9cUPnQjKhW1c2fiQ1h91qnf38KJY8PJvN2XFYvmo4ukfHKw54e+S6G7sQdfVW53mrpUhl7pz9Kprd47p052uRmGGfPlRiOzxiWleT4IhmEYhmEYhmGYI/zXd1eAYRiGYRiGYZg/BzYwGIZhGIZhGIY5DTYwGIZhGIZhGIY5DTYwGIZhGIZhGIY5DTYwGIZhGIZhGIY5DTYwGIZhGIZhGIY5DTYwGIZhGIZhGIY5DTYwGIZhGIZhGIY5DTYwGIZhGIZhGIY5DTYwGIZhGIZhGIY5DTYwGIZhGIZhGIY5DTYwGIZhGIZhGIY5DTYwGIZhGIZhGIb5f+2dbbLqqhKGX6vuaALDkTicwHAEhwOZDvcHUaPmAxJc6j7vU2XVOXslQKC7oaGBatDBIIQQQgghhFSDDgYhhBBCCCGkGnQwCCGEEEIIIdWgg0EIIYQQQgipBh0MQgghhBBCSDXoYBBCCCGEEEKqQQeDEEIIIYQQUg06GIQQQgghhJBq0MEghBBCCCGEVIMOBiGEEEIIIaQaX+5gBDjjED5dDPIB2PbTsF7+u7DtX2Gd/FuwPadhvfx3+d22/3IHQ6BpHE5Swny0dgPCL7burxIM5OGE/qggPl2Wr4M68Z+EOjFDbX2gXG8jwOxtA8r4ArT7/0l+XSdiCd5GrUQUQMTwE0JF618ftUrcn1E6TjwSY/RRC0Qou5KvjgIi6ulE3ob3NiohIoSIeqKIfqo+lJ6sj8m6U3amXmL0VmU/m/Md2eXckveQ/mo7ZhVWRyEy27pmvqUU6EKMlfUhxq/UiVI5u784em/i2zenm5PfStuV5F29nLeEM3WC+rBfHwb5FkJFvbfhCusk2+5e2/kp3Wq2YFEfbVSjfB9/Km6WPNr9n7X794dK22X4bjFdL++zp+vlzM7bqhld+EOd+KQ+rJDvYFwrcmT0/K1yHyvRaxFxU7p55fFa5DeAVfsaKxsfrU6GfnEQrpPhEHqiPl4UZjDK4w7D6yS8E8qV0hZRDZl7q2cHX6tfU1TOwryfO7rdAm6jyjGetfLdaqwLdCFl8wZ9uJXjO3SiVM5u6aq7vE12MpvSXaDUjmXmXb2c9wKv6wT1YVSOSvrgk2wKiKj0hsmdLXWSY3dH/Ya9J5zqEIj7TPC6Pr7HwaDd/1W7nx7b1i5Xmzk/DqlsTzPLucXuz/42K+QP2P0MCh2MV6G26tmwJUUSo9ImRZsedJfUidfv89J84czV9Ddd6+OxsdK/zXUqz3Vwd0Ze0y3vQErKWZS318PMjZ99rxSrHuVmkpr57upocnQhxnfqwy2tL9CJMjmL8T57tdxRlqe7QkHbleRdvZyj9xd1gvrwwDv0wVt904NUzxkU1Um+3Z2VJ799EmpIIEsft7bLYoq0+18h57e0S8ZCW9tlqEs1s4JR3Z4WlLPU7k/LbqbTPMNP2P0MykKkJnhVrgmFmVBMq7Z4ovsa7ZXBQxciLUdXSPdVCBcaf6pTGDzl15VpNXjVdT5+UlE3513DwdjStt+lWEuDh/fowzX979WJuQ7hOmO7xwDveX86vbyOviTvfeUsbVvqQ319GHGbMdy4qhFn6iTb7g5OwOTs9b62z9fH2g4G7f53yHkNu5/bLte6WQ6Rmnyzit3fJj8lec85Kfnl+127P2bnJu+AvgcABaUKXnMtWiegz13hxhUFpQLcZd8uoxAcWikhpQGOHbz38FZB7N1FEwyMA6A6dDlpiQYNAPT97YQA5xwAAdE8PdsICAAh9DsLOV/OP8l7DufghMLxJ3cyAZt1AdihD9f8vlQnZvXBweiQryfZ6W4uaH7bleS9t5w/rRO/rQ+TCIXOesR4Rtc4nOQBUrZw2btep+sk3+4KNKnDQD+TpXhJJIed+riHn5Zx4Nfl/G1joQVc28IpC1taX9Xt/rvyTvqkui3tin9AJ+7scjCCOUEHQFmLu6w0EALoRxYw9D0gRBpMI8AYB6HPm4SkEWLzQDe4FvIgcboAnffw3kLV0KQQ4EwLKR0a7REfNCfVx9iJuL/Xo/hLptKpUs43571C6HugaX7zpATM6QLwbn0AvlAn1uTMOTgASjVwrYQ8HHA4HHA4SLRLR6Tsld+5ZGfbbmPelcr5yzrxq/qQh4BQFt5H+LNCb044SJkGIAtkydkUI7urOg2BAH0ycLcqDGnQJjTOWyptgz72rh09d4Bszaa+4ZdlHPhdOX/bWGgN16J1CrbEJr7J7r8r72AMnNDoNhbz13VizHYHw7WQOkDZ+OSJChyVQNBXAxhwcQFCHdNsjDlBB4WuEwAcWpk5uKiAUB3OtgGcwakdG+jtuPaAg5Ro9fWc4udBeKoPBI3T6CzjEBzak07/nyNM19WOMcEMRr5d/Zb1chbmTe7M6gLwzfoA1NeJHDlLM7aAMwZ9d4aPETF6WA04LdFODNSy5LdAH0YJL7RdQd4bnv1n+WF9KCI4GGPgekB1ZxyXBhQZcvbClN0VXRoMQj/WTa9gp2bCM3SiTB8bCCEAoXBOIdbwVgFOQ8ptTsbP8sNy/o6x0DoObeuKHOy32f1aeU+U5bRn9eJfY1Ng1RCzNR/ydT2NIsUm3o7bG/YcpPeeNkE9/G2erA1hWd8wHEMmlk7MKEow2sVTEcZHEA5xjsNJIePvmY/zG+LsRmmPTzDID7+bL2dJ3pN/3xOYa9XGPTl5+a6e9vD0y5axVV2I8Z36EOO36sQ75Gw53WJ9yGq7vLz3PTtDsU5QH2KsqA8zZff2GqueeWTmSp2U6YNNG2MfTiS8niI1t9dpWSf26eNjPsVdAO3+5+W8mt1fbhernv/2uAfD65UxZS27Xzxeybflcwf6FPGLdn+GcgejQAGeeRCwl40lr6cuTGQetah7gsW9w0DZKSEzlGwWnTLKs+9PbQj3+nYKQ7ldnzuhJDPvx9T2OxheR1GsmB/e3LRDF2KsoQ/3575VJ4pOwlncxLqebpE+7LVjRRvCN7ZPsU5QH96jD3H7ICyjTkrs7vwAZsYZyNCJGvq4+RAS2v0vkvO9dn+hXVbvi8izk7vt/lo5S/Me418njDfxa3Z/gcIQKYdWajQly7y3V4cNTdfAtD4goEFzW0dKG9gWYwqdgQ4bNlMtMhFPe5Bojdt0Y2UzxDH2c7vwbqQlUzzF6jVzcZB9QMDTJj7RwfqI6LuymN6ZchblXRtxhBIO5tvCIGbZoQtAHX0Avl4n8vVhnL1YDcmbTDdbH/a1Xck3bfr+Kz+lE/+iPoQUqy4PkKZH03l472GVyAx/yKuTfLvr4Gb3eQx7/UJ43Ne3o4+4p7Guj5v5KRkH/k05v+ddcyz0gLKIQ0jd/eehBQChh7C89TrdZ/f3sWbLndEIuIa97eDndGKeAgcjwMgWvfYvQuCMhFysjBR7t2dDE4KBLIzfK+b5lJDTAQfZwkwE9gUjcViIOW2a5Q+9bQ57itUTw5Xw7qknCX0PQEAVHi1QUs7aeZch0J01oE/4fr3aowtAFX0AvkonSuRMKQVg6gSUPnVkoz1Je/Xslfy2K8m7fjmB39GJf0wfgoNpJQ6HE0yvcPYR3nZQRWXLr5N8uzs4EZOnSA26s8EZqKGPqaxb5PxXZBz45+R8iYKx0Dt4jz19Y97DKVNC13ByfkknVshe61hZ4lpdAp5Yun1elpmNKfRpCeh9cbULDDe6qqe8p297nL+d+zk9rMbk4nar623p7fmFhdvAt5YzO+/CcmRjVf4513vz3Xuj655l3j36EOPX6USZnPmJmHE/f4Fdbro58lDQdiV5b7YHOeTqBPVhvz5YVSVUtrROsu3u6EZh+6I7C2FWK/ua9umj2i/ntPsPz/2K3X/8e2m7zIfgVbf7Bc9vseVV9l68Jvrddj+DbAfjasCKlWu28EOs4cPGp4nnrBo2U31AoZbw14tpRvUgli5gum5oyrmkKW0qGm8Kn1Tqq2AtCceGcmblHf0Qk/wqC0IsGKEcFtu8Yr4bFWuzLizmmakPqQDfpxNb5Ew9bjib3DRbkm6GPhS1XVHepd9fyGybUx++UR/K6yTX7sbbzeKPba2mN5zn9BHX/LP00b7KWy05p93/OTnf3i7DvoHb72lwXtnuF5Wz2JbXuGh4hi+2+znsvsl7mWFQPVfx1805V4M6UYlWZ57U8V9l0ya5H8DbqGsNzmbzeJ9izWS4Ux9SGtSJBf5VfYjx/TpBffg3+SWdoN2nnG/hl2S8lB+2+4cYYwT5TYKBlA7K+7+/2ZKQb4P6QMgj1Anyr0MZ/1roYBBCCCGEEEKqsf0mb0IIIYQQQgh5gg4GIYQQQgghpBp0MAghhBBCCCHVoINBCCGEEEIIqQYdDEIIIYQQQkg16GAQQgghhBBCqkEHgxBCCCGEEFINOhiEEEIIIYSQatDBIIQQQgghhFSDDgYhhBBCCCGkGnQwCCGEEEIIIdWgg0EIIYQQQgipBh0MQgghhBBCSDXoYBBCCCGEEEKqQQeDEEIIIYQQUg06GIQQQgghhJBq0MEghBBCCCGEVIMOBiGEEEIIIaQadDAIIYQQQggh1aCDQQghhBBCCKkGHQxCCCGEEEJINehgEEIIIYQQQqpBB4MQQmYIpkVrHMKnC/Jm0ndW+Mrg4NxEOs7AvPx7gGlbuK1ZGQnZmsK2cWhlO1GWN+FayPYX5Gdoi5mCOtNil3gEg7Y1s+l/lgDTSrTfWbhZaJuKUoFrW7gwK+A/oqf1qWb7J/jfW1KtRoAzPZpOQXy6KOQPYbu/wjrZRTBoDaBU8/Kn3rXQsPB2qm579Gj+8ToPuDgHB4HQiZ3f2sO0DvAWapyQ6tC0B0iX6hkA4Ax0D9gAPGfqjAGO3WMaU4jj06sBASvfEHqgGT8REFyPfvJhB9P2UNajU9fHB1nqMsoHIPTTKX8XPYJzcCJAieePCuidg3YGR99tk48+wDkHqONE+h8mXJJT/Kli0TYtUM829b2Du8zpbEDoA3r81/rXmrb/lS93MASaxuAkDdTZo/tYyweEIFDfLgYYeQI++m1fRjCQ0kF5D7X+9H+I2rrwLpn+XvoeaNRrB+IcoG7//t+rF4QLXBDQuYNH5+CUmtdPIR7H7wOq0zCnHsmfCDBOwM/kqboG7eEAZz2swqQD0AcAuMC5+1+caeGgYL0tsB8CQgECAq49wAgPf1Ww0MMAaMaJiQ6dkJAywMaSfL6Y0KMXGucpw1IqHxMk58LCznlkwaC9HGE/0BE6oxGUhYWBw2fak7Zphmq2SaBpgGbKMI2f2VrOX6W27X+iLEQqOJhWQh4OOAw/KaeXVV0r78/MLmMHGHnAoZ1fJBfKwp8VnJT7lmg3EIJDKyUO8oTL0iTUUC/z3+HQjurs/pPQoZnsjEeJpzqSpaEABbh2omzj3yiMoeTZUoKBPCXnYrGfWa3vN1KgA0A9PQAq60LoYU4Scm+4yLfITjV6GHnYFC4RXDuSC7mw5B6e5GJ+aT44k2R9qW6CQysPGXI2TRpgKTS9g3MrP9Pi0LZoZW5bObTSpHf7Bko16J2Daw2CGP7btOn7Hgqt0GkBZy5pRUIpqKffUQAQx4d/sz4iPjsXIYy+ITkq4eKGNrjqkgAQMLnYIF4HHqLroNAPTk4+YS5E4/m5LFkatbtcDmFyrcSieekDmm56kBEuDkF1Lzb58VNCWgGZ/LUwDhACM383kFLDaQlZYtiCgTwclr9rDdeidQrWKqhOJbnckdx7oW2qa5vWyA/h/Jb6XbMDz7y9fmMuVkUAEcpGP/yTv/4bVLSjR70WEUJF62OM0Uct0nvPeC1e3l3OP/PZXfhotYoCiELp4RvmHrVRKzHUwfQ3JmxU12defsvflOoIEULHpaLs4Zan3w1vAAAUQ0lEQVTH3G/0XSXPlmGjgoi6Sn2v4HUUa3lNFjFfB1I2b9CDWzkq6YL30SoRBURU2hbL2HfITlZBo7jpUGoLMQiAVYj3rG1Uo7r1WtyeW+QmB0+/Cb21avzvPmo1LxdCrNgJr6MAoroaKm+TnOXaC6tmnk02q7hJHup5SOcp/cf6nnrn+u826oX8s9vmgSU7M/G32foZlcPbaO3Mb7AB2tpodZKR1TJnydLdnvg4yNScjFgVxUxDeq2i0jZqNZTR2mjVYLdG+Sj99F1KRGTaUK/FG3R7+P4tMnpjQsaHunpXXzsJbdN8uSvaphe7s5LXtb9alYcP16/Qz+ORzLFNbds/QaGD8fqhybCNC/OoIDFeB1rPH1L+Ee8xVEPa3kYlRBRCRb3oVdwKE4VQ0Xofbw7EioNRXPShzlWJUm5g3lC9drglz5Zg1UrHW1TfK+xyMHJ0IMZ36sEtrcq64K2+6UCq57xyfFp2snjpxO/57e/EU3pqZDe8Tcb/RS6mOoBbRzyd+vzgcc5pTTKVW+75wXauXProbwNqlWzobQA6OBhW3RzYe30P9abVtIPxUiSVJn2GvLQST/+fYyfnZW1Kp3L1bDbPDAflOaUsWboNLm5CPD3YnnPebn9+le/0zcM7M87JwzOLn6OjeMfEoFXT+pXN00Beq9tkYhrcva+/fS0KbdNcuffbpseyPr9z6+ae9XSoC7U6FvxU/c6NJ17HHUvlrlm/U+SHSCmLmBVv2iOEx1g30TRACA8xtK5t4YS+b5zLQHQdlDMVQ6UCnGkhpcTJAN3Zw3uLLmfnnujgvX3jhjWHtnVQdnvcay6iG8UcjwjGwIkhFGHDs/k4OCegll5+e31nkK0DwDv1AHiHLgBCdbDew58VenPC4SBXTyn5vOx8AeECdP4hvlyo7r6ZeYRzDnj+VnGEGsJHSvN1ARDiOYBHQSkgaLO4lO3aE0JXtp8nTIZnjEKYUtwSjtYjxlHaqoNwLU5jgXUGQZ1hCxo+DLHqUyFSRyEg1POm75X0bnE+DsY1sEObhaFfkDpM1O8rAg6mxok+ubLUBwSM7EuTNmj2DzFbAebkoM5b+pAm7ZMxQDchx/dnlggwJ41BuCdDo9rDAdKUBrQ4tIvlykihPcE1drTXxt1sneg8usbtDx/9Bv7ztumRfhwK1EpIORFiFwykAbT383uGbs9+qH5v+TtcJj57ea/J++r3mZ2bvK8xq0losnEtWrdl05iCUi3MJaDbMdAMwcGcDHo06M7d5KDn07i2hVMWUQHGfKQEMDpAWZ/RRiXPTr3u4IT60Y3uG3UA2KEH1/z268IkQqGzCh0CgjM4yRaAQnfuMh28P5Sdb0C8xqcD19ODxnLh4BwA9TwwSxsQ4Rwc8jfQLdEIAbhhj8BU2ZxB33lYkeLznejweIjNsKm6H8oMAM6gdSHtBSoe3AkcO506vgAAAQ5d2tQbLuOSjTZtpxOcGnte7+gXCM6NnPrhuy4O7uLQagdlLYRzEOf75IHoLPzRoDUdulvjjk+bcum0LH11mhW6o4GULbqzzTpdapJcWWoEBNzgUIibw6FGA4vrIMJuLEswBqGz6La9jmBO0EHB+m5GpgN64SCOZbLkWgN0HgrtllLBtScYcX7p94W466WyHt5IyFamvinb9n0ZtE2PeTejb1Yp9CC9f83coDUNzrl98gfrVxwVhNbQUgL2jE4JBDM4zgsJ/aXt3+VgJAMCKDue1W3SZq6R9IS+B4QaNsoFGOMg9LaTcBohEEKPSclcK69rcWp7QHc4+78f0PRPZ6ILpXGeWqG4bjyLCvjQlrM0q6wXBXXLs5PvpyM0fnKAOa0DwLv1ANinC3mIZFAU0uZ2c8KhB3TnF1dc/lJ2vpk+BAh9vstFSIZ7akZ8rdOdRDRIfdPl5YjBPiwnJNTY7gT0aKAeRsUu9blzHXIR6SjEBg3QO/Q90Pc90CA5Ew8fLR7K4eCeypXS6vF6itRc3QnVjA6uDeiFRmjSqkfshuOfrX19VXSw9uEfINQ9JYce4nGJDl1zQHsys6djbeVFlsQRSmjo0CNAoE+jl3tbuRYG3Q69cuibDlYFGNPjWHg8dnAtTu4Nlmn8XaWTviGtMqHz8FlBCh6+MTi1Gq3sIVSH8+Rxsb8HbdMEwcH0Z9itHvmIt9cvMER1AFJq6FbCCQHVvTrOL6/9Yf1udzBcC6kDlI14dGgEjkpAawN3tFAi4OIChDqnczpusxoC10uP3HCKh9Lntx5TlwyEwckYnEKPLvMc8/00EEKgFwrnoSNLzo6GlHjqjK6hUXHdmw3p9I1wPZax1rcEg1PurHLJs/8aszoAfLMeFBMcjDFwPaC6MxYnHGvKzrvkewhfe2sNBwPjFLoKndU8qQNwTuPUNrfBTwgOacy9dkLdH5BimnAcH8Gp4uOseEhjxbyiipRWMJAuAPp86xzD7IhTpFWMRk3IkIDqRNJlI9B1jwOA3rXQvc52GFSnoUzluwkmZUmgO1uEUwt5ACAU9PX0rGAgjcD56l2MJrYmJ7XC41G/yXFTt3rtGoOD7LPrIDkXCv7cQ0qXTgqbfPJ6ZHEuQ2hUsdcU4MwFfXNE9+gxriJUBx+Pf3g8LG3TxxAqLzx+jT+p3wHR4WxD0u8QEMwFR1X/PoutbLvJOxjItp8ZWAGiO8Oqfjg+S8I1Np2vfRtQWCgEGNmiVx4xRkSv0OuVo/QweIYZMbHTDDOy3sN3DXojIWW6wfO96wQCnffwo1kgoSzOWgBBYxyCeg2NmluFCuZeR+FyXQ25Km0dnEmDupyQn5Jn5xBNA/T9W9ogGImX41ClRkCAlq9HpWYfk7iiA8B79QDYqwtrhHT0npSQpkfTefghJnXJeNWUnXfJd+KdHdwQ+15wF0Oa1Ssvk7IRXqs0iByOKbz0fVr4nDhetRbZMcOig12b9RUKNmcTkrKIvkt7A04aEAIhXG638wq1sH+uN2hPC0dkDhV/3d9x/TVA2b6O4XvrsSBLYjiWN6ajedOcxNO+i5BuKIZOe2JUr9P/P6TzeNTvy5YY1UFDP+6fmSutGVYYbnXQvNTp/Ve4XyZtCNkQpiOgum7H4PGv756gbdrD5v0MVfi7+gXS+ObkFGIc9oEEnY7NL08qm5L6LV/BGGYVm4WBFSCgrH9ZUrleaJNCLtIFH+o81Oqw5OsW14nCcCFNBe17iTNPS8x/GWspmgbpm4Zvdu0wsGxxODw/rSEPGgCghkkYcVRQLsBB7xrgPxBMOrNcz8XNbnx2iUZADJufa9e86DzicxDx6DK/TQsFWToAvE8PgKq68JDsfbWi6c44+4LZkMqy8xb5BtJy9VMH1xevTy8kb8x07Ps1bKByWJvoLPxIxoOR0Eg3TU/n8nhzddpD9DiLPRmHe/2LM9Al8bgLNxWjd2g1ilaornsLzv0JJxzR9Be0pxP6psO5U7ODwaujcMF1s2cP12r06rH+volZWZrhed9FctIF9OA1pFXV0njv10vKXic30ioBjnbzno9FgsEpdF/bTtWgbfpb21SZP61f10JqQA8rerd9QzpFwcTJ7//b+i10MBzarIHV1KvXDa3Di31AQDMa4CUjthhT7kwKK6kqNxNx5g5QukN3nO+s3oKyiC+BbgFGSmhMLNOLDrayxb3OKueE6JQ8u8gwqDYmpHCFr2aHDgB19ACorAuDk20c0Gh0mTHKr0WqLDtvkG8gDbowhKoBQKMszg+j2w3xsNe0jcQJ55nY9+u+nOfQkOGggIIbUudJm+axeDLZ416Cl5ClIZ2XONzb82pl42/AxbQwIc0cKwC9C4CdcCZDD+GQOXuXNug6lTZ9B5P0RHQdrDoOp8II6ImJgz6EwRlPs/DXzZ7qOvsQPnKSxiLLsjTBxL6LNDuqnuq3XL7XQ3bFjO3uq4RIhYtDcGFi4g1w7QEHTLf7OwkmnTJWM6yVtundtqmUtAepy1hh/ev6dcO+q7Fui87DhgPal3xuT/xp/RaESA2hHNq/DGqcWbuBM3lUQp+3G4Bhqfd1M21FhEJnPWI8o2scTqfhZsSdR9UFIydv4g7DtbFrR4r9GZ9YvQCQ4ok1oE9/flt7GXt0AKiiB0A9XbjeiH44wfQKZx/h7cZ9SR+TnUxENzjoARcHqKOAM0m3xXh/ABRs3DZQSeEhz5vsksykAZZIHdXz0YLDkY5q7zJNGPbyiHRyz19aleuts1I6NErh2FnYB1kaBprPv6kzFm+JjmfVAsxwetD0iVJiCFcME2mGYWP5mn6mDeTj8k3e7L3GsJk43V6+LbZvXZZeXkj7Lp4MUyMEboPSj1AnREp0Qwjp+GevM7fx8Ujkv+C6ohIjYjxDheVjVxehbfoQAc6YTTejv6T06fod0XzTaWfZN2bM3VaYcdmNnboAaeKys9nL1nzu5SxvYLjpWK1dArdw2/btRsinGxeX3hm9PdxYOnHZykq+pSzeBrvj2YIC5N1Cufe7997kvUEH0us79SDGerpgVdGFeuvJvUF2Kst3SlI8XBzmbzctT+eQe1vu4i3lj9dWP9zAfLvddlZ4htteoebl1ft0wV3Vuiq7bMkqMX/j7dJla5MXwfl7ej7dMj11y3z+ZZM2KqGi9ToqpaMSE981cyHepC56G7XS0Q71Pi07Pt3iveFC0HxZuuc1e2nWw4V8/uUm5fmL9pbLvHox6i3vJT1fuuwrg7nLBTclVWhTvY7qJu8+WrW/L6RtymXPRXv+fqHs2F4t3Wq9Uu6P1e9E/3i95G+fTnzgJu/rbcXFg6vZwdxw4+CtsmeesyqKrBsV/xqfbpIVr3UhxJND4u3rs0JMdpqPDDdW335PRuwqYFVuQS65HXvnTdqLSc+1d0F9r7HRwdisA4t5ZupBKsCX6sKbZKeqfMfBqXrtLK4dxFSRcjrxxQ5mMt00gMbwbbN2YMqhneqwgHR7dlW5qNfJlDkYUzcADw6HUFFbG7330fs0gBf6/v/pd71R3N5uZo5e39vQ2+RgTDkNGfXnr475y7+JqEa3ittbGe1juayNVus4l1W5LCXnbs32qKucPN2+nQa1o3IPN6Qv62embPzLDkaM0V8HzjVsMm1TAVts06g8akL/rIoQ85O4c3l9rn7v5VMP48oFZy+bDzgY25i7Lv7653HlTA8ql4wxiRlG/AfxNupV52tP+htXMLZnuFMPUhr/SV2oJN/eTs+CD3+NejSr7YcJgZsD+4mV049T28EQUY8GsffB9sTAyvuZlZBhNlQsd+rPM5Gvs8v3dIRQUWn9Wq6Jn4+DHM2psR1WW4QY0havZa24GleD7BUMf3XyxDCozl2BfH0uzSCrqJSoN3mwE6veNGGWAW1TKdtsk9dqYSLSPg7UUXvQ/kv8jINB3sqfD5QJ+UMqybe3etsMmlUvM77/Ha5hRRWSGlYpplcwbFT6jQM7b+Ni8t5Ha3VyDNTYMXhaOf5HhcDb10kLb+38995CK3MSH4cRTSVVuPL8Rqz+zCCStmkLFW0TmaBe/R5ifD23iBBCCCGEEEK2sO2iPUIIIYQQQgiZgA4GIYQQQgghpBp0MAghhBBCCCHVoINBCCGEEEIIqQYdDEIIIYQQQkg16GAQQgghhBBCqkEHgxBCCCGEEFINOhiEEEIIIYSQatDBIIQQQgghhFSDDgYhhBBCCCGkGnQwCCGEEEIIIdWgg0EIIYQQQgipBh0MQgghhBBCSDXoYBBCCCGEEEKqQQeDEEIIIYQQUg06GIQQQgghhJBq0MEghBBCCCGEVIMOBiGEEEIIIaQadDAIIYQQQggh1ajmYLhWonUBoVaC1QgwQ9kIIYQQQggh76XiCkZA73qIegnWIVzgXEDff7oghBBCCCGE/PvUDZESTdXkauCMRlAWHQzcpwtDCCGEEELIP85X7sEIzsC0EodDu88pcC1ap2CtguoUXGu+MISLEEIIIYSQf4fNDkYwEgc5PWAPzqA1btNgPhiJk9HQu/dMOLStg7IWCgCgYFXAqd1WLkIIIYQQQsg6Gx2MgMuCAyBUB3vscZKy2NEQnYf3EVZtK9m1fEa26LWHVYAzLVwAoCzOwuA04xgRQgghhBBC9rHNwXAGOgjocze/qVt08L4DdAspW5g/HNG79gTXWPhuKF1wN0dHdB5d41KZeLIUIYQQQgghVdngYAQY4yD0Gd3qkVEKNlqo4KDlzv0UmWVzrYQRZ/inJRAhmpszpKyHVz10KyFlCxfoaBBCCCGEEFKDYgcjmKfVgVXSJmugR//OcXxwMK1B3/mssonOw1udVjfkCZJ7MwghhBBCCNnN/4qeDgYnp3D2mRsknIFpOnTKwmqH5i2XZAQ4c0HfHNFZW/SmUB18PCIEAfF1F3gQQgghhBDyexQ4GAHGBHTe5l2mFwxkqxHgAO/Rdbt2bS8goLJXU6bfp3NBCCGEEEJIHbJDpJy54Hg78nWaEIbrsoNDKzUCBLTN2atBCCGEEEII+RfIdjBUt3BiFABlI6JVg3PRwgkF6z069bveRTASh8MBh4NE+5fHYBFCCCGEEPKjVL3JO7h0JG2vLLy3+GHfIu03CR18jIjxDBXMH5yCRQghhBBCyG9Tx8EIDqaVkGY4AtaqvH0a8wliCLZ678lTKzSfy5oQQgghhJCfZJ+DEdK9EwdpEEQH7+3+kCjX4nCQ0A4AHLQ84NB+YO1AdOiEw+lwwOFwglPd4v4TQgghhBBCCHCIMcbSl4IzMM6h7xuorvv6fRauPaCFTXtECCGEEEIIIW8j85jagOAuuPQBAQLqeIS13XtLVhOhoI90LgghhBBCCHk3m1YwCCGEEEIIIWSKqqdIEUIIIYQQQv7b0MEghBBCCCGEVIMOBiGEEEIIIaQadDAIIYQQQggh1aCDQQghhBBCCKkGHQxCCCGEEEJINehgEEIIIYQQQqpBB4MQQgghhBBSDToYhBBCCCGEkGr8H1MlSUx8juPqAAAAAElFTkSuQmCC
因此，选择A选项。
该题一定要注意审题，题干并不是想问“2019年集成电路产量同比增速超过2%”的有几个，而是问“2019年集成电路产量同比增速超过2%的省市比上年”多几个，所以在审清楚题目之后，这道题瞬间就成了考生“焦头烂额”的题目，从解析中也能看出其计算量之大，所以在整体资料分析难度下降的情况下，这道题可谓脱颖而出，成功难住了各位考生。
通过这几道典型的例题，发现虽然每道题都有令考生“焦头烂额“的原因，但是，这些原因和解决办法，都在华图课程里有相应的讲解，考生在掌握课程里面的讲解后，就会发现这些题目也是迎刃而解的。
最后祝愿各位考生能够一举成“公”，顺利上岸。
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