%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
LGiLE-T-TMD-059-109 LR4-66HPH 405-425M(35-35&15框-)-V13
2021-05-10T10:15:31+08:00
2021-05-10T10:15:31+08:00
2021-05-10T10:15:31+09:00
Adobe Illustrator CC 23.1 (Windows)
256
180
JPEG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=
uuid:373abd1b-6778-4961-a47b-536e22cd499e
xmp.did:39aec641-c9d0-be42-90d0-3a359e95f851
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:8d6b769a-a75a-4212-aba0-83d18e444caa
xmp.did:c7069a56-1a73-c142-83b9-f08426700510
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1c610b54-8a79-df42-97ce-f61f598e8c1b
2020-12-17T16:04:53+08:00
Adobe Illustrator CC 23.1 (Windows)
/
saved
xmp.iid:39aec641-c9d0-be42-90d0-3a359e95f851
2021-05-10T10:15:12+08:00
Adobe Illustrator CC 23.1 (Windows)
/
EmbedByReference
E:\Clients\LONGi Lerri\规格书\隆基组件图片\66HPH\66 MonoFacial (1)-300p01.png
0
0
EmbedByReference
E:\Clients\LONGi Lerri\规格书\隆基组件图片\66HPH\66 MonoFacial (2).png
xmp.did:f86809bc-7463-4046-aeb8-bc8623b2acda
xmp.iid:f86809bc-7463-4046-aeb8-bc8623b2acda
E:\Clients\LONGi Lerri\规格书\隆基组件图片\66HPH\66 MonoFacial (1)-300p01.png
0
0
E:\Clients\LONGi Lerri\规格书\隆基组件图片\66HPH\66 MonoFacial (2).png
xmp.did:f86809bc-7463-4046-aeb8-bc8623b2acda
xmp.iid:f86809bc-7463-4046-aeb8-bc8623b2acda
Print
False
True
1
210.000000
285.000000
Millimeters
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
C=0 M=100 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
灰色
0
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
0
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.276 807.874]/Type/Page>>
endobj
6 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.276 807.874]/Type/Page>>
endobj
15 0 obj
<>stream
HWM%9
ׯ?pq;誡
ts줪nFY4/V8ωu+BרAS%o]TByyu>_|ۿeG/G뺦}cnio~_m}rJFʻ*l0D>_^vl-e`/wBXq&£H%W[c?m7fB93a_~yJ9zG9O2:|`57tnpkr<_p
&$ꊔabXqa!)fs=icRp㇂ri{c4>{a=W/1}p|_%uv|'Ґ
ApAq