%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
JAM60S21 355-375 MR全黑MC4
2020-09-14T14:30:54+08:00
2020-09-14T14:30:54+08:00
2020-09-14T14:30:54+09:00
Adobe Illustrator CS6 (Windows)
256
164
JPEG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uuid:e3b4fcd1-4cb7-4cf0-b40e-e010da5d908f
xmp.did:E601569552F6EA11BBD58BAAA4B8DBFB
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:E501569552F6EA11BBD58BAAA4B8DBFB
xmp.did:E501569552F6EA11BBD58BAAA4B8DBFB
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6bddabf2-f9a1-f14e-b403-11fc92c535c0
2017-12-29T11:10:26+08:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:E601569552F6EA11BBD58BAAA4B8DBFB
2020-09-14T14:30:47+08:00
Adobe Illustrator CS6 (Windows)
/
E:\SC.代至雯\物料\20171218晶澳太阳能单页\飞机稿\产品规格单页\产品图片.png
adobe:docid:photoshop:f9c7cf59-e616-11e7-ad24-bba26d821ae4
xmp.iid:78b56d09-0922-7f4b-aa08-8241b5227b3f
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
adobe:docid:photoshop:a97f826f-4118-11e8-ad41-ae97c95861b5
xmp.iid:f93c0340-05ea-d14d-bddd-52aac16880f2
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
Print
False
True
1
210.001652
284.998625
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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
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
97.999996
0.000000
ETL Red (Pantone 185)
SPOT
100.000000
CMYK
0.000000
90.999997
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
21.0.0
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 22 0 R/TrimBox[8.50389 8.50391 603.784 816.374]/Type/Page>>
endobj
8 0 obj
<>/Properties<>/XObject<>>>/Thumb 38 0 R/TrimBox[8.50391 8.50391 603.784 816.374]/Type/Page>>
endobj
23 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