2014山东省高考理科数学模拟试题word.pdf

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1、1/5 山东理科数学一、选择题：本大题共10 小题，每小题5 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,a bR，i是虚数单位，若ai与2bi互为共轭复数，则2()abi（A）54i（B）54i（C）34i（D）34i（2）设集合|1|2Axx，|2,0,2xBy yx，则AB（A）0,2（B）(1,3)（C）1,3)（D）(1,4)（3）函数221()(log)1f xx的定义域为（A）1(0,)2（B）(2,)（C）1(0,)(2,)2（D）1(0,2,)2（4）用反证法证明命题：“已知,a b为实数，则方程20 xaxb至少有一个实根”时，要做的假设是（A）方程

2、20 xaxb没有实根（B）方程20 xaxb至多有一个实根学科网（C）方程20 xaxb至多有两个实根（D）方程20 xaxb恰好有两个实根（5）已知实数,x y满足xyaa（01a），则下列关系式恒成立的是（A）221111xy（B）22ln(1)ln(1)xy（C）sinsinxy（D）22xy（6）直线4yx与曲线3yx在第一象限内围成的封闭图形的面积为（A）2 2（B）4 2（C）2（D）4（7）为研究某药品的疗效，选取若干名志愿者进行临床实验，所有志愿者的舒张压数据（单位：kPa）的分组区间为12,13)，13,14)，14,15)，15,16)，16,17，将其按从左到右的顺序分

3、别编号为第一组，第二组，.，第五组.右图是根据实验数据制2/5 成的频率分布直方图.已知第一组与第二组共有20 人，第三组中没有疗效的有6 人，则第三组中有疗效的人数为（A）1（B）8（C）12（D）18（8）已知函数()|2|1f xx，()g xkx，若()()f xg x有两个不相等的实根，则实数k的取值范围是（A）1(0,)2（B）1(,1)2（C）(1,2)（D）(2,)（9）已知,x y满足约束条件10,230,xyxy当目标函数(0,0)zaxby ab在该约束条件下取到最小值2 5时，22ab的最小值为（A）5（B）4（C）5（D）2（10）已知ab，椭圆1C的方程为22221

4、xyab，双曲线2C的方程为22221xyab，1C与2C的离心率之积为32，则2C的渐近线方程为学科网（A）20 xy（B）20 xy（C）20 xy（D）20 xy二、填空题：本大题共5 小题，每小题5 分，共 25 分（11）执行右面的程序框图，若输入的x的值为 1，则输出的n的值为.（12）在ABC中，已知tanAB ACA，当6A时，ABC的面积为.文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7

5、D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q

6、5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M

7、7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2

8、O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ

9、6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR

10、9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3

11、D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J33/5（13）三棱锥PABC中，D，E分别为PB，PC的中点，记三棱锥DABE的体积为1V，PABC的体积为2V，则12VV.（14）若24()baxx的展开式中3x项的系数为20，则22ab的最小值为.（15）已知函数()()yf xxR.对函数()()yg xxI，定义()g x关于()f x的“对称函数”为()()yh xxI，()yh x满足：对任意xI，两个点(,()x h x，(,()x g x关于点(,()x f x对称.若()h x是2()4g xx关于()3f xxb的“对称函数

12、”，且()()h xg x恒成立，则实数b的取值范围是.三、解答题：本大题共6 小题，共75 分.（16）（本小题满分12 分）已知向量(,cos2)amx，(sin2,)bx n，设函数()f xa b，且()yf x的图象过点(,3)12和点2(,2)3.（）求,m n的值；（）将()yfx的图象向左平移（0）个单位后得到函数()yg x的图象.若()yg x的图象上各最高点到点(0,3)的学科网距离的最小值为1，求()yg x的单调增区间.（17）（本小题满分12 分）如图，在四棱柱1111ABCDABC D中，底面ABCD是等腰梯形，60DAB，22ABCD，M是线段AB的中点.（）求

13、证：111/C MA ADD；（）若1CD垂直于平面ABCD且13CD，求平面11C D M和平面ABCD所成的角（锐角）的余弦值.文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9

14、 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文

15、档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W

16、5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5

17、L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J

18、3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V1

19、0W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J34/5（18）（本小题满分12 分）乒乓球台面被网分成甲、乙两部分，如图，甲上有两个不相交的区域,A B，乙被划分为两个不相交的区域

20、,C D.某次测试要求队员接到落点在甲上的来球后向乙回球.规定：回球一次，落点在C上记 3 分，在D上记 1 分，其它情况记0 分.对落点在A上的来球，小明回球的落点在C上的概率为12，在D上的概率为13；对落点在B上的来球，小明回球的落点在C上的概率为15，在D上的概率为35.假设共有两次来球且落在,A B上各一次，小明的两次回球互不影响.求：（）小明的两次回球的落点中恰有一次的落点在乙上的概率；（）两次回球结束后，小明得分之和的分布列与数学期望.（19）（本小题满分12 分）已知等差数列na的公差为2，前n项和为nS，且124,S S S成等比数列.（）求数列na的通项公式；（）令114(

21、1)nnnnnba a，求数列nb的前n项和nT.（20）（本小题满分13 分）设函数22()(ln)xef xkxxx（k为常数，2.71828e是自然对数的底数）.（）当0k时，求函数()f x的单调区间；（）若函数()f x在(0,2)内存在两个极值点，求k的取值范围.文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7

22、J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V

23、10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S

24、8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7

25、D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q

26、5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M

27、7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2

28、O7D7J35/5（21）（本小题满分14 分）已知抛物线2:2(0)C ypx p的焦点为F，A为C上异于原点的任意一点，过点A的直线l交C于另一点B，学科网交x轴的正半轴于点D，且有|FAFD.当点A的横坐标为3 时，ADF为正三角形.（）求C的方程；（）若直线1/ll，且1l和C有且只有一个公共点E，（）证明直线AE过定点，并求出定点坐标；（）ABE的面积是否存在最小值？若存在，请求出最小值；若不存在，请说明理由.文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:C

29、Z6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 H

30、R9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT

31、3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码

32、:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1

33、 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9

34、ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3文档编码:CZ6Q5V10W5X1 HR9M7S8B5L9 ZT3D2O7D7J3