%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
JAM60D20 360-385 MB
2020-11-18T15:10:35+08:00
2020-11-18T15:10:35+08:00
2020-11-18T15:10:35+09:00
Adobe Illustrator CS6 (Windows)
256
172
JPEG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=
uuid:ded672cf-0e61-449f-9db0-47f8f9e0b036
xmp.did:1ACD38166D29EB118D68EFC73B7C894E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:19CD38166D29EB118D68EFC73B7C894E
xmp.did:19CD38166D29EB118D68EFC73B7C894E
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:1ACD38166D29EB118D68EFC73B7C894E
2020-11-18T15:10:27+08:00
Adobe Illustrator CS6 (Windows)
/
E:\SC.代至雯\物料\20171218晶澳太阳能单页\定稿\3双面双玻边框30mm\资料\产品.png
adobe:docid:photoshop:b4b047c2-1d26-11e8-9546-99f1739ea692
xmp.iid:fa6613c0-614c-7744-b041-f526d36dbc35
E:\SC.代至雯\物料\20171218晶澳太阳能单页\定稿\3双面双玻边框30mm\资料\xs0005-6069eh2.jpg
adobe:docid:photoshop:4b6df4d8-1d28-11e8-9546-99f1739ea692
xmp.iid:1fd490f4-bc66-4443-b30c-6024d8b883f3
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 21 0 R/TrimBox[8.50389 8.50391 603.784 816.374]/Type/Page>>
endobj
8 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 35 0 R/TrimBox[8.50391 8.50391 603.784 816.374]/Type/Page>>
endobj
22 0 obj
<>stream
HlWˎ%;ܟ;v[Jw `Zn'"U}a]qGfdd>~Qi1Q9_:G=Qޏ_~~;?|cw-\(lÎox)zsx0yV`Pdgk
+wߕ*Q1