2021知到答案【《高等数学上》】智慧树网课章节测试答案_第1页
2021知到答案【《高等数学上》】智慧树网课章节测试答案_第2页
2021知到答案【《高等数学上》】智慧树网课章节测试答案_第3页
2021知到答案【《高等数学上》】智慧树网课章节测试答案_第4页
2021知到答案【《高等数学上》】智慧树网课章节测试答案_第5页
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1、第 页2021知到答案【 高等数学上 】智慧树网课章节测试答案 绪论 章节测试 1、选择题:选项:A:B:C:D:答案: 【】2、选择题:选项:A:偶函数B:非奇非偶函数C:无法推断D:奇函数答案: 【奇函数】3、选择题:选项:A:B:C:D:答案: 【】4、选择题:选项:A:B:C:D:答案: 【】5、选择题:选项:A:B:C:D:答案: 【】 第一章 章节测试 1、选择题:设函数是定义在上的函数,则函数在上的奇偶性为选项:A:无法推断B:奇函数C:偶函数D:非奇非偶函数答案: 【奇函数】2、选择题:函数,当时的极限为( )选项:A:不存在B:0C:2答案: 【不存在】3、选择题:当时,均为

2、无穷小量,下列变量中,当时,可能不是无穷小量的是( )选项:A:B:C:D:答案: 【】4、选择题:函数极限为选项:A:2B:0C:-1D:答案: 【2】5、选择题:函数极限为选项:A:B:2C:0D:-1答案: 【-1】6、选择题:选项:A:B:C:eD:1答案: 【】7、选择题:选项:A:0B:2C:1D:不存在答案: 【2】8、选择题:选项:A:2B:不存在C:0D:1答案: 【1】9、选择题:选项:A:同阶无穷小,但不是等价无穷小B:低阶无穷小C:等价无穷小D:高阶无穷小答案: 【高阶无穷小】10、选择题:选项:A:连续点B:第二类间断点C:可去间断点D:跳动间断点答案: 【可去间断点

3、】 第二章 章节测试 1、选择题:选项:A:既非充分又非必要条件B:充分条件C:必要条件D:充要条件答案: 【必要条件】$2、选择题:选项:A:无法推断B:连续,但不可导C:连续且可导D:可导不连续答案: 【连续,但不可导】3、选择题:选项:A:B:C:D:答案: 【】4、选择题:选项:A:B:2C:eD:答案: 【】5、选择题:选项:A:B:C:D:答案: 【】6、选择题:选项:A:B:C:D:答案: 【】7、选择题:选项:A:2B:1C:-1D:-2答案: 【-2】8、选择题:选项:A:B:C:D:答案: 【】 第三章 章节测试 1、选择题:选项:A:充分条件B:充要条件C:必要条件D:既

4、非充分也非必要条件答案: 【充分条件】2、选择题:选项:A:0B:1C:3D:2答案: 【3】3、选择题:选项:A:0B:1C:D:-1答案: 【-1】4、选择题:选项:A:1B:C:D:0答案: 【0】5、选择题:选项:A:1B:C:D:0答案: 【】6、选择题:选项:A:B:C:D:答案: 【】7、选择题:选项:A:B:C:D:答案: 【】8、选择题:选项:A:下降,下凸B:下降,上凸C:上升,上凸D:上升,下凸答案: 【下降,下凸】9、选择题:选项:A:B:C:D:答案: 【】10、选择题:选项:A:有且仅有水平渐近线B:有且仅有铅直渐近线C:既有水平渐近线,也有铅直渐近线D:既无水平渐

5、近线,也无铅直渐近线答案: 【有且仅有水平渐近线】11、选择题:选项:A:1B:0C:D:答案: 【】 第四章 章节测试 1、选择题:选项:A:B:C:D:答案: 【】2、选择题:选项:A:B:C:D:答案: 【】3、选择题:选项:A:B:C:D:答案: 【】4、选择题:选项:A:B:C:D:答案: 【】5、选择题:选项:A:img src=data:;base64,iVBORw0KGgoAAAANSUhEUgAAALUAAAA1CAYAAAAH46pxAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAA7

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8、UgpVTEPH4T5Yd8bAwb0QXf9JCRF/QtB5+1g33cWPpvYCy7tuG6tSW0yTp5MRm55HRpEZwB9Yw8MGu8FZwMpaoVC5Ne0gUsHE+gJ6js0Cy0VdTVSdn+Fzd8dwc/lnKkxZp1g6ReIsABfdLdR372buBJ5CMsjXsLM1ZPg151N3c8hZclRiPzqS0QkK5mHD8L8GDAXiz+ejZmeRcg8EYmFa/XxTvAETBnSQd3aSiggrShETn4WhGcjERwVj5zSOu77mMLIfASmLB2LMd0yEBcvRYGZHxa8ZQNjg/oOzUJLRa2Ep

9、LwQ90sqUKXgTI1hQZPAyh6dbS3AYilGCuI37cHK9cDYH+ZhQu/2MKnv2FQIxGJMdTSmo9PyIZlCLER5YT7KxGoPH4GZHRzsbdDWKAu39+1GcHAFhn47F+PdEbzFp4W8Kf4JKI3/x8W7bwHXeUAjF85BaM92sG8vlEJee0NnPhqGw5kZELS2x9/X7gKHw/Qh8GT3D61qF90itOuUNhMf/potDcFn7hHGVKuoUlISSZOpIOLt9EPEVcpj7O2BpW5ybR7/hz65HUP+nT/VUqScA1NQsHKLToWEkY7N1ygzAZjk1

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11、jxMKKiohF14ibusgDjd5Qm4OJP+1h7FPZF/4gT52+jkAWGv17+eFiv2gLcvZmFSkML9H1vMrz7T4O77n2Iy8tQKee6aYwOW6INYGJpClNTtr3hrE1Gnou7lw9jL/Mpam80Dh6NR2qRSD0E/xxJMXJSM1EiN0KfSWPRd/As9DAUQ15WjPKHI0sN0IexhRlMzQybkAkiKETpSN22Fqt3JqHE8T3MDJ6LgL4NG46HYc/BkgW0Hs7oZW2BlzjrE8HN2K0EW2gk5VSUd44iP3mNeho4UqeAaEooZ4ufqITK4rbSxg

12、BvcnbpSS6jvqHd18saLpNXUXnqZTq9egKN9HEhFxcXcupgTy49/GnpIqlGuygLE+CilJRCIS1cnrlzyVQsbqtSRmdY3+xe+QUF31cQrt/xGFBB6lVM6qOTISFeZQWuTntOAdD+Yz86tzR7K38qIJq3+meLF6O/AnKGVUJ2b+SGSkrK/LWZ35w+ryekNTkLFyjr4buYCWTI+kxAajBlRT6Y0NFNDegvQFL9Pw4B/p8mO3c3JWEigiPIYi99xpMD0hrTtTE5s+7uzHuiWBWBQWi2RZNgqOH8XJm0W4duzf2HI4

13、Ful9vsGOiG3YtXI8RnSxZBdVIvvMd1g2NgDzDlqj34ffYteu3di4cCR6qi5g15E43C7UZF5jkYj61NDEBCaGevUnbToCfVY3hTGr6zU5UBFAINCtD6h0dHSbuAIas4hfA50zAxKBF5vT5D2K5dCN+0BDN6FODCqeOI+aWS6/sYdPVhaMz8MdJv+HxdPVZn/rC6XpOftHqtYX401R9JEYQJFxBTLYXc/W0MG+oNz8dmMtSf44ZRbw3GG39zbDA9Ia0rah22qNl6YrjfLCxZHYKQfwzCy1kx2PbZ+9hwxQRGPt

14、Ph7zcEg3z6on+PjmhnKsLdgxdfAPOGjig/GzZ+OD8a+jf/9+JtvL3SxqkJubjEqRJptQFoWJhz1gBAYwsjQlIvuNUGJ2qxj2D7/a4SmmMFx4izMe38Shvbvj4Ejh2GgqwDVpQXIK2nW/uEJUEvDDMZ6zB8DE439kZVkIfnSOQgFMnR+ZTj6uNvi8dk59exhgpeszGFp+QR5vEY8UUpPJS5F5rnt+CmhCiWPOuR4BCZuI+A7bChe6fDgeFKi7OxyzB0fgn0iR4xZvR9rA7zg1KhbTfpmbPxgBb5N8sbIA1ux7

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19、Mt4cOhE+f9qhL/AXZ+bmt8Bqs+i6KUaeSbX0B+GmZ0jevdxgVgmQuKxOCRnPS7YYluc6jgcOXMHSVkt99RaT9QsyCxOOY2oq7koyErC/Xv3kFjXE/1eH4YBfc1RWZSFwuoS1JSkI257LG4ZWcHO2AACNc3lmAxUs+RuBkTziyjas49Sh2r1mDcBa41TzqXY/nFasOsG1jhjY1+jDsPgUfBQVhyYdv4tUuLLISpeFyeCjW/3gDaRpk854XBNau8BzFBqiPNaoubsWWVVtxJL7k4bcKa28jIXopVm2NRUKxhlk

20、GDWm9Y3JhChL2BGNaWCoqs2/D2LkLdLzfgq+5LvTuHmA34j5ExiwYzcpD8plyWPj1QkdJGTJOXce1whpY2ihQnp2FrKx0XDm6G3E5ldAbOB2vuVrB7GlGiX+IAkppJi5sToWkkzN6vOH258fkJqYwkJah5FISYq/nQGEpgE55AfMpBzcuDCmXMocPHDwL690flpRYl/iDotmoNLW5MhNLWHx7hesG9oeDy6ZjCx74p+7aogrLiJqzEXcfZGFXSc9CDKUj+vhpJ+QiOnzyPs7W+mDhxEAY7NekM/Fw25BnjzC

21、FroYOJ4/OttR+0AJa9lMOsTiPxRoiUpxfRu8Nc6J2Dl40YtJWOlZQRWL16V9JDG2bM5K62jhQJ2dncq4vg2jSknA6XlBKFXWqVtxXS6iu5hStGx5IK5cdpzTO+nhUpKhLoWthc2mEnQM5dHLifPKgV0YH0eYreZRbIyXpM4l+H0R9oniRvh+zhELm7qcbDUbNkVVR5b09tGYyC3qt7Kjjb8+rofiMn09rzhRSdpmoxf1rvVdPFWLUFt7B7ez7EOp1hmNXZ3Rtq94NsRlCVIw7GZnIK1bC2MYVPb3sueS/BFW

22、5GUi9UwBhnaJ+LlEn7ttB:D:img src=data:;base64,iVBORw0KGgoAAAANSUhEUgAAAMQAAAA9CAYAAADyO8a6AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAA7hSURBVHhe7d0LXFRVHgfwHwzMIC8B5SmmqDOGouIj1PW12prrY9O1tcgUaysjV3y1ruKjTM1aH6lllq21kbusFJqvfIeBICgCIgIKishzBhhgGIZ5z9kzcNUrqwK2MJjn+/ncT95zLjh

23、nZn73nP+9M2ZFKDAMU8+a+y/DMBQLBMPwsEAwDA8LBMPwsEAwDA8LBMPwsEAwDA8LBMPwsEAwDA8LBMPwsEAwDA8LBMPwsEAwDA8LBMPwsEAwDA8LBMPwsEAwDA8LBMPwsEAwDA8LBMPwsEAwDA8LBMPwsEAwDA8LBMPwsEAwDA8LBMPwsEAwDA8LBMPwPJmBIAQmgw46nR4GE9dm0kOnN8Boeoz/7WdiglGvpeMwwlg/DDpOo3lcRjzOw2pLT2QgTLXFSPsqBHOnzsDi3RnILc9DetvBa+B3svBHPX40hfE

24、4um4Sgl9YiI2nylBRfBaHP/kbQtYfw4UyNXcU8zBP5gwhEMHRUwxfYzZuJO7EZwfjcTzbET7eHnB3tOUOeYi5zh5uGLTlUxSIrZhW2Hr+JyuQckXd3gJGSr4+b4Vf3/IYxqKfLOn0VGQR2U9xuVc3d0DQjEWHFHWJn307dg856T2FfzPGa9NBvznnVuaG9n1OXXcO18ErLkgJ5ru4dHPwwI7INAbzu6o0LNyWVYFl2MHJc5WDLzeUwOtHQYpLh+PhmJVytxe4UK+KDX8BEYIbGnK7syXC8QwtXVGZ2cLftYf

25、1WB0FScx5G1S7HrtAwFRq6Rz28ixr2+ADtm9IDAvF93BNtXnUOiIghrdk3D0zb1R7U7FZciEbl+LSIyCGq5tnsMCUXY/DmYP9yN7tQBt/Zi/tJbEA6eiFXLhsHcahHaChQWyVGb9QO+/vdhfJ9WARHXBfTDqJmv4o2X6UkoLwkHC5/D1HF9MbSnZWfoX1UgTAYVFCVFKK+hhSTXdg9hRzi5e6Kbq7BhX3UM218/hLPVgVh87C0Mp9PDI52fzEU6rVqtrK1gZfX/n2MMdZWoLC1BBS0D7p5heezd4eHZGR4O5

26、pirYMj5DktmJUE/dhre+ftE9Go4qgUIrc/pRufL+jFxrS1Sl4Obh7Zh1t9/hkzujaDgEASHDEYPrts8a1yJokGPPI0skQsGL47G6hfFCOho4TnaHIgnk5KkHdpHPpo4mITOnU0+zSFEzfW0jJJU5seSPaG7ycGfckkZ12oxhlIS88l2snqsmLy9bhOJlnHtLXKTJHy+h+wOP0Qu6YxEx7U2m+wcObPx92TM064EvYPJm+sPk/O5Kq7zNiNRJG4iSweJCZynk5UJpURu4ros6MmrtHQlkMZ9jXeXb8Q/Ljmg5

27、4SB8Kk7gJ3LV2Dnz2WQ3ndqeRgd1FV5uBidhMzcivsvadqCMhMXoz5G2NIInNRKEDTBB5rkHdjw7k7sv2pC3X2nlgepxM2EFCT9mIkSI8H9Vp8PpM5GUtQ2rPn0DGIFU/CX997H2vApCOpFa4V7WMM5aDwmv/EyJvYfjWe8hXBuBwWchQNRjryYUzgSdw051XefdlIYj59+iEBExFGcSC29T4Gsh/r6KRzYaz4mAnv2HsTJxBsoo7+iyfWfSQtdVTGu5yrROVCMEcFhCPIfD4lVHhRKHXQteuOYWcHaRgQHN

28、0d0sLNpqE0ehToHGTF768cT8e2/8Z998cgoUUHLdTfJUAtFaREKpEZInhuGYdPeQVDXp+Glu4VyVQvf1LCByMkBji4dIKRv0ua/TxUoPfYNPt0VjdiaoRizcDU2vCSB14PeZdaOEIp7IcDPA370mWsXZ2dupmhbeiVRSDNJwqEVZLanKxFI3iBLj5cTnUFDagsSSPzOEDJthIRIJC+RWVsSSIGR+znKoCghBXFR5Jt3xpFBA3rRY8Sku5cPCfjtIvLxpVpSY+AOfCATMRl0RKvVET03RZsMeqLTaunfT/sam

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30、0pgA1uhELaCRykg6awgoGc3K2tYWwtaOEOoUX1jP3aEzMLMDYXQ/24jvtu3H1FfrcLcAYWIO30CPyZXc8c2wfz325jHZXPnTGvet7Wl46QNLRsXHYc1/X30dwpsBHSEzWBUwZiagJ/z81HuOgL+Eydhii/w8GtGPvD3H4mQVwPh3tl8ydjyLBMIBz9IxszB6nVb8I/PQjFNokVKxHKs3xqFFK8FmDbteUwdG4CAgB7w86TTav0P5SD2gzVYvesK8oPmIPyvryF45EAE9O2P4f194CaoQlFpFbSG+oPbkD0cO

31、ohga0XfjKIOdK+5NChPicSOeR/jM7kYI0PDsHDWFAQG9MXAkUPQvystCyrLIKu8752HVtYBInOYBELY0YQ3J+SmOiUyzx3HzdI6OPYdhJHD+sKhyRTawk5kD1cXEazpyag9aAeXXZMQMevPWBiZB/vJy7HtizV4sQvXdZtWgaJz4Vg2Ixpner6Fpf9ai8Vi7gmUH8fnYeuxI6MLxmzZgDWj/ODRoXVyrpNeRsqxL3HgkgnKO+9TLeoqC5FxQoYOgyTo0dsdjlxP/Xm51wRMnjwOk3vfbTXTFh5C9AfheH+XA

32、576/HN8GXr7kmQVig9vwPyFp1D8hzCEh72MP/5PQfr/YoI04UscOX0ZqTKuqZ4ceXE3UFplh+5T+sGLvlnvhMLpKXT+zR+xYLwYne3vPs+6sovYt3QSVv5LAeHsrdi4aR6ed+c6HyOWmSHuIcGQZ/zQr1sAvP1GYlDjMNAyWafMRvzOaJw2DMaE+fOwyBwGWRIORn2LL97bgQO5XRDwQigWPtez1cJgZtIpUV2UhWtZmcjMvL1dxbUbRajQyiEtzkPOnXZuuylDeW3jaUuD4tiDOHToFpTj5+H9P5vDIENu4

33、n5EfPwhNn9yASX+r+DNmZMxqdXC0EBXVYDC3EaPOfMGCqvKIVdJkZ+dhWx+39U85JapoGu0MjUY5VDIbaAxdYCLgxucnLiOx019JWFRalJ+ZAl50a8f6f3sNnJMVV+e3WVSkIr0rWRet07Eqnswee2fKeRK5mkSs30OCRrYh4h7TSPztyeQ69zhrYoWrgadhmg0/K2U3EqJIMvEYWTT7gSSe08f3XR6WtQ2Kml1aeTwkrFEbNWVeL76NTmWlE6unPmELJ89lPQUB5LBoz8i3xUom1nM/jLmCww6baPHrEkmk

34、XOXk7CRm8kxhYoo7unTEi2t0k2NhuPUN2T/ckvnAgA9+KICeMdjxsIzBF13mC4hq9IJNroqOJXFIilNDyX/7KORoSYjDWdUdSBlP+HHtTPxwp/WYsXFAfjLtj344chnePe1oejJHd6qzEWmrQgiEX9zQUdnR9hZi2Bv74yO9/TRzdaGFrWN1scFl5FeWII8Ug7F8fUImz0D08MvQ/nMKkQeiMJ/vqXLja6OvI85tB7zBQZbYaPHLHKGo8iO1hH2cHS2h/M9fUIIaZXe+Ia8jdAbvt2FcBSqIJUWoljKdTyM+

35、ePq7exz6RYNhL5ajezIWFR2kSBoViA608L51LksKOq4A8zM9w3kFZBbEXQfPwfzwldhRfgSLH07GDNGD0Lf3j5wqspHdkIsSk2m+3+0oVWpodZooScG6HQautcMdQpU0CWJsas/poR+gL+tXIkVS9/E3BenIKiPBOJuTpDFxSC3IB8q7kfalgZag/m7IjpotcZm3QsR0GXSoCFD4UbrhtKzFxDzc+7DH7shBefOxSM6XkFDwbW1A20bCHpG0OUcw96TsYhOzIIp7wRiKyRw9B+FieN6wM2OFpQFN1AryMfFr

36、47gaFQGyoVesJf0RICaFrKKLpD8YRZCZk/F9OHe6AADCn/cgk1bd2N/vqiFlzwtyLsnenR0gpOcQN/ld5g9JwRzpgehvyftkyXg6MbF2HzqJvJUdu2hyGsWKzqruI9egNDg4eitPo7vt7yH1dvP4TrXf5cexcffw7o1XyIyVQknZ5tHuNTdegRrKO7PbcAIVdxHWLF9D745fQsOjgSiUSEY+JQbetak4fLFBJy4rIJBJUfBBTlMzl7oNaI33Fxt4Xj9GuJOJyO9SAaT8hYy09ORnnoByfFnUODshx6jZ2C0j

37、yXudqpRU5qNuN15EI0egL6DfeHC9TyQvRMcjNUov5iGU3FpKDNVoyznCtLTs3A+7gwybhaBDJqBEYFi+LZuTf0AJbj0fSquF4ogef036E6XSE3fi6BHOHfDADq7OTiVoCAlCT9EpUIqUqMyL7vh9TJvF2KRTF/n+DIx+o+ZjJCRndF4RWlJbRsIOnCDPBd5F+NxtcgOxX1ewTsTesCPvuhWdlYwVhcjLvEq8tLdMWJZCF4O7g8v+mwJ7X3QZ4grDMWZSL0Qj/gEup09i7PnauETHI7QsD9hvI+NhZ5YHTQ1Z

38、biZrIb7mH7o7e+Jpi+wOMIjoBu6u6HxeLxJRExMfH4+zZiyiyGYZJqz/C3FG+6OrwiJ80/cUUKEqVQWXljqenD0AXAa2duJ4mde6LgWOGYqCbHqXpqbh8ORlJdGz1rxfdzl8rRefpO7EibCqm+Lugndx+uKPN70OY1JWoqihHpUYE4uIDsbuw4UUnWmgUchS答案: 【img src=data:;base64,iVBORw0KGgoAAAANSUhEUgAAALUAAAA1CAYAAAAH46pxAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQ

39、UAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAA7dSURBVHhe7ZsJXJTV+sd/MOybkCACmiCICG4ILpgLmlk3LUxzwdSbelPxpmWmYGTSTfOK5t+lrkvyV3AhVNwS01TcwVURBBZN8EhnVmmPW5Z+CtS2o2IIqN7/fzOR8+5znnZeZ5399Znue8o0MM8PBoEbrcXx4erYEXNY/WwYuaR+vgRc2jdfCi5tE6eFHzaB28qHm0Dl7UPFoHL2oerYMXNY/WwYuaR+vgRc2jdfCi5tE6eFHzaB28qHm0Dl7UPFoHL2oerYMX

40、NY/W8cL/nEsll0AqU0IlMIaxkQC6KikkUhUgMICRgQA6XL+/CqSog1SqgFLXCEbGehCoZKiTMv90DWBs+Nfzpzm88DN1yblQrJg6Cu8t3I0T2VUovrgen30WipDodIi4Pn8lhFe2YMMHb2LinP8gOq0G5Ylh+PqLr7B4500IuT7azgsvasO2zujclt2IzAhExkRjRxzB0NIRrnam0OP6/JVoY9MJjrYmMMnfi0M/RWLLWTHkxk5wczCHPtdH29HS7YcUZanxSLp+F9kSztQYAwsYufTHG707wtqEjeuyWJzd

41、vRYhCW7o5TsbQeO6wK4N1/c5QlKahttxcUgpVTEPH4T5Yd8bAwb0QXf9JCRF/QtB5+1g33cWPpvYCy7tuG6tSW0yTp5MRm55HRpEZwB9Yw8MGu8FZwMpaoVC5Ne0gUsHE+gJ6js0Cy0VdTVSdn+Fzd8dwc/lnKkxZp1g6ReIsABfdLdR372buBJ5CMsjXsLM1ZPg151N3c8hZclRiPzqS0QkK5mHD8L8GDAXiz+ejZmeRcg8EYmFa/XxTvAETBnSQd3aSiggrShETn4WhGcjERwVj5zSOu77mMLIfASmLB2L

42、Md0yEBcvRYGZHxa8ZQNjg/oOzUJLRa2EpLwQ90sqUKXgTI1hQZPAyh6dbS3AYilGCuI37cHK9cDYH+ZhQu/2MKnv2FQIxGJMdTSmo9PyIZlCLER5YT7KxGoPH4GZHRzsbdDWKAu39+1GcHAFhn47F+PdEbzFp4W8Kf4JKI3/x8W7bwHXeUAjF85BaM92sG8vlEJee0NnPhqGw5kZELS2x9/X7gKHw/Qh8GT3D61qF90itOuUNhMf/potDcFn7hHGVKuoUlISSZOpIOLt9EPEVcpj7O2BpW5ybR7/hz65HUP+

43、nT/VUqScA1NQsHKLToWEkY7N1ygzAZjk1DdiqD/zOpBrnYdSGd4EK39/2uUXcc1/kYu3VnzLrkbdSH7t9fRiRp2HdfSXAQhDE7fLxgyICcW4d/vws54XVg7W8FJcBh7YtJxV9EZLs4OsDHkumqEDHJJEqIXnkKOkS26vtkNz3Yby6bUoovYt30ntp4WwaijA9zNYnDweAqSKh3g7OoEO2Ouq0ao14IUHAk6gduVZugyoTccGho0gF1bcg7b14ZgRWQhRN7zEbpiIeaNcoTlQ9G3Odq666Eg1RTWL3thnJ8rr

44、LiW5vLcZD8URSm4evIizmdWQZ0mbjCWoyjxMKKiohF14ibusgDjd5Qm4OJP+1h7FPZF/4gT52+jkAWGv17+eFiv2gLcvZmFSkML9H1vMrz7T4O77n2Iy8tQKee6aYwOW6INYGJpClNTtr3hrE1Gnou7lw9jL/Mpam80Dh6NR2qRSD0E/xxJMXJSM1EiN0KfSWPRd/As9DAUQ15WjPKHI0sN0IexhRlMzQybkAkiKETpSN22Fqt3JqHE8T3MDJ6LgL4NG46HYc/BkgW0Hs7oZW2BlzjrE8HN2K0EW2gk5VSUd

45、44iP3mNeho4UqeAaEooZ4ufqITK4rbSxgBvcnbpSS6jvqHd18saLpNXUXnqZTq9egKN9HEhFxcXcupgTy49/GnpIqlGuygLE+CilJRCIS1cnrlzyVQsbqtSRmdY3+xe+QUF31cQrt/xGFBB6lVM6qOTISFeZQWuTntOAdD+Yz86tzR7K38qIJq3+meLF6O/AnKGVUJ2b+SGSkrK/LWZ35w+ryekNTkLFyjr4buYCWTI+kxAajBlRT6Y0NFNDegvQFL9Pw4B/p8mO3c3JWEigiPIYi99xpMD0hrTtTE5s+7uz

46、HuiWBWBQWi2RZNgqOH8XJm0W4duzf2HI4Ful9vsGOiG3YtXI8RnSxZBdVIvvMd1g2NgDzDlqj34ffYteu3di4cCR6qi5g15E43C7UZF5jkYj61NDEBCaGevUnbToCfVY3hTGr6zU5UBFAINCtD6h0dHSbuAIas4hfA50zAxKBF5vT5D2K5dCN+0BDN6FODCqeOI+aWS6/sYdPVhaMz8MdJv+HxdPVZn/rC6XpOftHqtYX401R9JEYQJFxBTLYXc/W0MG+oNz8dmMtSf44ZRbw3GG39zbDA9Ia0rah22qNl6Y

47、rjfLCxZHYKQfwzCy1kx2PbZ+9hwxQRGPtPh7zcEg3z6on+PjmhnKsLdgxdfAPOGjig/GzZ+OD8a+jf/9+JtvL3SxqkJubjEqRJptQFoWJhz1gBAYwsjQlIvuNUGJ2qxj2D7/a4SmmMFx4izMe38Shvbvj4Ejh2GgqwDVpQXIK2nW/uEJUEvDDMZ6zB8DE439kZVkIfnSOQgFMnR+ZTj6uNvi8dk59exhgpeszGFp+QR5vEY8UUpPJS5F5rnt+CmhCiWPOuR4BCZuI+A7bChe6fDgeFKi7OxyzB0fgn0iR4xZ

48、vR9rA7zg1KhbTfpmbPxgBb5N8sbIA1ux7VWbhr2eIg2x/4cn4cVwypwJVa+64Oe1prvApuKSlKOrPPM72sVKBJzRiigkObiWmQm5J2c0G2YC6y5lnrae8PLdxjG9lCvNv9DURaP05sWY8kXZdAJ2YjvA0egj5G6RQLh+W+wYM4PSBo4C4s+mY4p7poPlaZAcjHy47bjeHwhsms4Y32gWICEyHTUmNvDbbQ72jc0NNDWA25DXsMUb5t6Wf5K+S9bsXHebKy7ZYuhq45i+Wxv9GgZrWrME4laWZmNq+H/xLrDJ

49、bj78GnAI7EcMgczZk7HZI+HQ6naO3sRHvgplmWMw/z1n+KLEY3j7UpcWz4KAaEFoKk7cPA7X3SUZ+P6L2nIu3IAB6Izcbfz3/HlhonwtTJsfqCmAarqPFyLYH4fKkT6b7sCFUhZi/sZVVCZW8DKoQ3qtfkrrmPgN30mlr5mxxnUKFDy87+wfH4oIo1DsOVYEMbZVaE4NQnXEq4g6dBRHCwZBP8vZ2HOq53YvPl0IGklUvZ8iA1705BYyhnrz/xEKM2ohEzfBFaOL/0+d/yqxgyLQBrxjg2Wu4JeWdDsXpGEM

50、ILfTDu+y0IntoDzlzrM0Mt6majVJC0tpyEZaVUWqpZKasSkVgdGzwCVWkcHf90CDlajaXZO5KohLPX50zFP9OmN1yojakPDV59mfLy71D+0aX07ggWVHXqT6NmRNAZkbIhQHraqBQkY35X/M7vPMrPiqJlXrNo8fw9dKmRz/VFWEM1dQ8Ee4pMurR6HPUT2JLlpG10LDmPCm5FUGjAIHJy6kZuPQNpc2IRVT5tp1RKkosLK88XcuZOUIrfKdQx/5b6XYxr6oi7CKqiQPBq8qKji3hhZ0AVkYetLU7cmUwbU8S56jw5cyqsg/QJtmvEM+BnY0OnA/x5Jqoh1dUVNNnLlqBrQeaO3cmzez/yHLWIvthxiM6cT6SU7Nr6DEbrcp7WD1xEK5eephzO8lgK

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