%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 181 0 R 360 0 R 539 0 R 718 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
打印
2018-07-20T14:05:05+08:00
2018-07-20T14:05:05+08:00
2018-07-20T11:49:40+08:00
Adobe Illustrator CS6 (Windows)
256
176
JPEG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uuid:c34ab16a-bbe0-40f8-a03e-d7d1390c09e6
xmp.did:84D280EECF8BE8118BC1A3B15395BADC
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:2304d5ad-13c6-af41-8646-360ef867abec
xmp.did:0980117407206811822A897E387FE54C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:84D280EECF8BE8118BC1A3B15395BADC
2018-07-20T11:49:41+08:00
Adobe Illustrator CS6 (Windows)
/
Print
True
True
1
21.000165
29.699996
Centimeters
ArialMT
Arial
Regular
Open Type
Version 5.06
False
arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.06
False
arialbd.ttf
FZDHTJW--GB1-0
方正大黑简体
Regular
TrueType
4.00
False
大黑体简.ttf
FZZDXJW--GB1-0
方正中等线简体
Regular
TrueType
4.00
False
中等线简_1.ttf
HYg2gj
汉仪中等线简
regular
TrueType
False
汉仪中等线简.ttf
HYb1gj
汉仪中黑简
regular
TrueType
False
汉仪中黑简.ttf
AdobeSongStd-Light
Adobe 宋体 Std
L
Open Type
Version 5.017;PS 5.002;hotconv 1.0.67;makeotf.lib2.5.33168
False
AdobeSongStd-Light.otf
Cyan
Magenta
Yellow
Black
默认色板组
0
白色
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
黑色
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK 红
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK 黄
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK 绿
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK 青
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK 蓝
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK 洋红
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
灰色
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
明亮
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 770 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
15 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 773 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
771 0 obj
<>stream
HWYoG~Gra>'YR
d;kq}`yH~~U3vX%@ @ίO_^*RFJПFOlqb=}qlFTI}ڔ[FeΉg1[5[1Q2gM~|q{7~)U8MEbIU?%,N ORoqw}{}9yJLli|Jx}yIcڽ+ii
\hw<]}+T#3bdwۛ77^o.^Nfwd,!'Lb4Fݘ[sOj\]ӊV,j{܉r 6'Sri{:sn>f?o5[iflö>nbz7/7g~Z7k(3<ߒZ
+n{l>7Jz76_Z>߉C]mcXf)t'תUS 1*Zxht]e_<~h,6=??[[vn[8lO75ju16-άssU;