%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
JAM60S20 365-390 MR
2021-03-01T16:32:52+08:00
2021-03-01T16:32:52+08:00
2021-03-01T16:32:52+09:00
Adobe Illustrator 24.0 (Windows)
256
164
JPEG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=
uuid:1207c6c1-fd70-46d1-b28e-5f87d17eb4b2
xmp.did:b43ab53c-0713-a44b-bc52-64489f47b7b7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:107bd390-cd8f-42db-9f70-2b8760471cfb
xmp.did:65d9bfdd-2bc2-5d4e-b6f2-18c6ec1d7ee9
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:6bddabf2-f9a1-f14e-b403-11fc92c535c0
2017-12-29T11:10:26+08:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:b43ab53c-0713-a44b-bc52-64489f47b7b7
2021-03-01T16:32:42+08:00
Adobe Illustrator 24.0 (Windows)
/
EmbedByReference
C:\Users\bj.zhangyang\Desktop\JAM60S20MR侧-2.png
EmbedByReference
E:\SC.代至雯\物料\20171218晶澳太阳能单页\定稿\1单晶 半片\资料\1.jpg
C:\Users\bj.zhangyang\Desktop\JAM60S20MR侧-2.png
E:\SC.代至雯\物料\20171218晶澳太阳能单页\定稿\1单晶 半片\资料\1.jpg
Print
Adobe Illustrator
False
True
1
210.001632
284.998619
Millimeters
Cyan
Magenta
Yellow
Black
ETL Red (Pantone 185)
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
PANTONE 166 C
SPOT
100.000000
LAB
56.078400
56
67
PANTONE Black 7 C
SPOT
100.000000
LAB
24.313700
1
3
PANTONE 1235 CP
PROCESS
100.000000
CMYK
0.000000
31.000000
98.000002
0.000000
ETL Red (Pantone 185)
SPOT
100.000000
CMYK
0.000000
91.000003
75.999999
0.000000
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
89.999400
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 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 21 0 R/TrimBox[8.50389 8.50389 603.784 816.374]/Type/Page>>
endobj
8 0 obj
<>/Properties<>/XObject<>>>/Thumb 35 0 R/TrimBox[8.50389 8.50389 603.784 816.374]/Type/Page>>
endobj
22 0 obj
<>stream
HlWˎ
ܟDJ/pWAdu0p⋌\*{'qidXǧ~.o~|<ʑ/__ǧXSF^>\
c̜ClarZ<*Gpk
;%(0j+usbBnڤ1 )PqEar(g5VsoZ S4IlQLہ}0DL0_S;DxxL
XW:EQ@VYn)/{HۉxmpY8"xZ:ȊNR!MD[5[Fr1S+l?a[#7oCzmv~Yx.h`-j ~1&vAV6JV]Pp1E