2017高考全国3卷文科数学试题及答案.pdf

2017 年普通高等学校招生全国统一考试（新课标）文科数学注意事项：1答题前，考生务必将自己的姓名、准考证号填写在答题卡上。2回答选择题时，选出每小题答案后，用铅笔把答题卡上对应题目的答案标号涂黑。如需改动，用橡皮擦干净后，再选涂其他答案标号。回答非选择题时，将答案写在答题卡上。写在本试卷上无效。3考试结束后，将本试卷和答题卡一并交回。一、选择题：本大题共12 小题，每小题5 分，共60 分。在每小题给出的四个选项中，只有一项是符合题目要求的。1已知集合A=1,2,3,4，B=2,4,6,8，则 AB 中元素的个数为A1 B2 C3 D4 2复平面内表示复数z=i(2+i)的点位于A第一象限B第二象限 C第三象限 D 第四象限3某城市为了解游客人数的变化规律，提高旅游服务质量，收集并整理了2014 年 1 月至2016 年 12 月期间月接待游客量（单位：万人）的数据，绘制了下面的折线图.根据该折线图，下列结论错误的是A月接待游客逐月增加B年接待游客量逐年增加C各年的月接待游客量高峰期大致在7,8 月D各年 1 月至 6 月的月接待游客量相对于7 月至 12 月，波动性更小，变化比较平稳4已知4sincos3，则sin 2=A79B29C29D795设 x，y 满足约束条件326000 xyxy，则 z=x-y 的取值范围是A 3,0B 3,2C0,2 D 0,3 6函数 f(x)=15sin(x+3)+cos(x-6)的最大值为A65B1 C35D157函数 y=1+x+2sinxx的部分图像大致为ABCD8执行下面的程序框图，为使输出S的值小于91，则输入的正整数N 的最小值为A5B4C3D 2 文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X89已知圆柱的高为1，它的两个底面的圆周在直径为2 的同一个球的球面上，则该圆柱的体积为AB34C2D410在正方体1111ABCDA B C D中，E 为棱 CD 的中点，则A11A EDCB1A EBDC11A EBCD1A EAC11已知椭圆C：22221xyab，（ab0）的左、右顶点分别为A1，A2，且以线段A1A2为直径的圆与直线20bxayab相切，则C 的离心率为A63B33C23D1312已知函数211()2()xxf xxxa ee有唯一零点，则a=A12B13C12D1 二、填空题：本题共4 小题，每小题5 分，共 20 分。13已知向量(2,3),(3,)abm，且 ab，则 m=.14双曲线22219xya（a0）的一条渐近线方程为35yx，则 a=.15 ABC 的内角 A，B，C 的对边分别为a，b，c。已知 C=60，b=6，c=3，则 A=_。16设函数10()20 xxxfxx，则满足1()()12f xf x的 x 的取值范围是 _。三、解答题：共 70 分。解答应写出文字说明、证明过程或演算步骤。第 1721 题为必考题，每个试题考生都必须作答。第22、23 题为选考题，考生根据要求作答。（一）必考题：共60 分。17（12 分）设数列na满足123(21)2naanan.（1）求na的通项公式；文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8（2）求数列21nan的前 n 项和.18（12 分）某超市计划按月订购一种酸奶，每天进货量相同，进货成本每瓶4 元，售价每瓶6 元，未售出的酸奶降价处理，以每瓶 2 元的价格当天全部处理完根据往年销售经验，每天需求量与当天最高气温（单位：）有关如果最高气温不低于25，需求量为500 瓶；如果最高气温位于区间20，25），需求量为300 瓶；如果最高气温低于20，需求量为200 瓶为了确定六月份的订购计划，统计了前三年六月份各天的最高气温数据，得下面的频数分布表：最高气温10，15）15，20）20，25）25，30）30，35）35，40）天数2 16 36 25 7 4 以最高气温位于各区间的频率代替最高气温位于该区间的概率。（1）求六月份这种酸奶一天的需求量不超过300 瓶的概率；（2）设六月份一天销售这种酸奶的利润为Y（单位：元），当六月份这种酸奶一天的进货量为 450 瓶时，写出Y 的所有可能值，并估计Y 大于零的概率学#科网19（12 分）如图，四面体ABCD中，ABC是正三角形，AD=CD（1）证明：AC BD；（2）已知 ACD 是直角三角形，AB=BD若 E 为棱 BD 上与 D 不重合的点，且AEEC，求四面体ABCE 与四面体ACDE 的体积比20（12 分）在直角坐标系xOy 中，曲线 y=x2+mx 2 与 x 轴交于 A，B 两点，点 C 的坐标为(0,1).当 m变化时，解答下列问题：（1）能否出现ACBC 的情况？说明理由；（2）证明过A，B，C 三点的圆在y 轴上截得的弦长为定值.文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X821（12 分）已知函数()f x=lnx+ax2+(2a+1)x（1）讨论()f x的单调性；（2）当 a 0 时，证明3()24f xa（二）选考题：共10 分。请考生在第22、23 题中任选一题作答，如果多做，则按所做的第一题计分。22 选修 44：坐标系与参数方程（10 分）在直角坐标系xOy 中，直线 l1的参数方程为2+,xtykt（t 为参数），直线l2的参数方程为2,xmmmyk（为参数）.设 l1与 l2的交点为P，当 k 变化时，P 的轨迹为曲线C（1）写出 C 的普通方程；（2）以坐标原点为极点，x 轴正半轴为极轴建立极坐标系，设l3：(cos+sin)-2=0，M 为 l3与 C 的交点，求M 的极径.23 选修 45：不等式选讲（10 分）已知函数()f x=x+1 x2.（1）求不等式()f x1的解集；（2）若不等式()f x x2 x+m 的解集非空，求m 的取值范围.文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8文档编码:CX1T10K7B8T9 HU8K1L9Z3R4 ZQ8U10Z9U2X8