%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
BG5S-QSG-8L-20171226
2018-02-01T10:23:02+08:00
2018-02-01T10:23:02+08:00
2018-02-01T10:23:02+08:00
Adobe Illustrator CC (Macintosh)
200
256
JPEG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uuid:22f3d89c-5b7e-8b4b-9f41-76db5a2b46e7
xmp.did:23902799-1b28-4fdf-a69d-d6e49a38aa48
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c77f098e-629b-dd4f-8616-ba99e10c8c83
xmp.did:0585fe65-e61d-4d69-a9df-6e0a6edc19c3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F77F117407206811822A888A624D869A
2014-05-29T16:57:12+08:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:23902799-1b28-4fdf-a69d-d6e49a38aa48
2018-02-01T10:22:53+08:00
Adobe Illustrator CC (Macintosh)
/
EmbedByReference
/Users/lijie/Desktop/李杰/设计工作/GLUCO+BG5S/002.jpg
EmbedByReference
/Users/lijie/Desktop/李杰/设计工作/GLUCO+BG5S/002.jpg
EmbedByReference
/Users/lijie/Desktop/李杰/设计工作/GLUCO+BG5S/002.jpg
EmbedByReference
/Users/lijie/Desktop/李杰/设计工作/GLUCO+BG5S/002.jpg
EmbedByReference
/Users/lijie/Desktop/李杰/设计工作/GLUCO+BG5S/002.jpg
EmbedByReference
/Users/lijie/Desktop/李杰/设计工作/GLUCO+BG5S/002.jpg
EmbedByReference
/Users/lijie/Desktop/李杰/设计工作/GLUCO+BG5S/002.jpg
EmbedByReference
/Users/lijian/Desktop/1.png
EmbedByReference
/Users/lijian/Desktop/1.png
EmbedByReference
/Users/lijian/Desktop/1.png
EmbedByReference
/Users/lijian/Desktop/1.png
EmbedByReference
/Users/lijian/Desktop/1.png
EmbedByReference
/Users/lijian/Desktop/1.png
EmbedByReference
/Users/lijian/Desktop/1.png
Print
False
True
1
90.000702
129.998611
Millimeters
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
MicrosoftYaHei
微软雅黑
Regular
Open Type
Version 6.02
False
Microsoft Yahei.ttf
HelveticaNeue
Helvetica Neue
Regular
TrueType
13.0d2e2
False
HelveticaNeue.ttc
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-It.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Semibold.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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
AutoCAD Color
PROCESS
100.000000
CMYK
92.971700
87.972802
89.019603
79.998499
C=0 M=0 Y=0 K=80 1
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=60 1
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>
endobj
6 0 obj
<>
endobj
12 0 obj
<>
endobj
13 0 obj
<>
endobj
14 0 obj
<>
endobj
15 0 obj
<>
endobj
16 0 obj
<>
endobj
17 0 obj
<>
endobj
43 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 255.12 368.5]/Type/Page>>
endobj
44 0 obj
<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/TrimBox[0.0 0.0 255.12 368.5]/Type/Page>>
endobj
45 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 255.12 368.5]/Type/Page>>
endobj
46 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 255.12 368.5]/Type/Page>>
endobj
47 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 255.12 368.5]/Type/Page>>
endobj
48 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 255.12 368.5]/Type/Page>>
endobj
79 0 obj
<>stream
HW]o}ׯ $dM>n-ЦbMIFײd}ϹFc7XwH^^{{_Wśwpøx+9S\s_vvu?Lx `\udM.`ML&uk)Rt],XK;[_jMi+%ū +x|ΦtR}͵R5v%x轹.,y|YE;afUp+ؼw?Sq1vZa7y.yf|N좞w~\PvG(ʶOtؾsDž.=Iž-E {(BB*{:zvJdvu7(Rw6HPRY@qe~"b\j.[Ywpm>qg6Y߯U
fueq̫zz3?iL\^߮VWx˟WVwX8xA_w~1P3f