%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
內頁 (190)
2021-09-01T16:05:24+08:00
2021-09-01T16:05:24+08:00
2021-09-01T16:05:24+09:00
Adobe Illustrator CC 2017 (Windows)
192
256
JPEG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uuid:55a97f7e-a759-41e9-bf56-f56bda911e28
xmp.did:916632e5-a14d-224a-bc0b-a61c811385f1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:060c2754-35cc-4466-88d4-358392053ac5
xmp.did:20EEADEE0D84E811A64DFB5055100B49
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6DB5872F4BCBE61191879CC61CBDD24A
2016-12-26T17:10:46+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:916632e5-a14d-224a-bc0b-a61c811385f1
2021-09-01T16:05:17+08:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
C:\Users\User\Desktop\2021.08.27產品拍攝\直線軸承\角度重拍(去背完稿)\LM(HWLB)系列\HWLB-001\HWLB-001.png
adobe:docid:photoshop:81712b68-0a14-11ec-81ab-b73550aafbb7
xmp.iid:762482f0-ff3c-9546-a43f-92d63a73dbcd
C:\Users\User\Desktop\2021.08.27產品拍攝\直線軸承\角度重拍(去背完稿)\LM(HWLB)系列\HWLB-001\HWLB-001.png
adobe:docid:photoshop:81712b68-0a14-11ec-81ab-b73550aafbb7
xmp.iid:762482f0-ff3c-9546-a43f-92d63a73dbcd
Print
False
True
1
187.998871
262.999291
Millimeters
Cyan
Magenta
Yellow
Black
預設色票群組
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 紅色
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK 黃色
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK 綠色
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK 青色
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK 藍色
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK 洋紅色
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
AutoCAD Color 3
PROCESS
100.000000
CMYK
93.401998
95.162898
52.584100
27.161101
AutoCAD Color 2
PROCESS
100.000000
CMYK
92.971700
87.972802
89.019603
79.998499
灰階
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
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 532.91 745.51]/Type/Page>>
endobj
8 0 obj
<>stream
HWˮe9
c+ęH U7
A{ֲ x~]9~G9O~o<>?ѣO;]V1!g)r߱?Obn{o_/g9??bzPBsZ[B9nqyYO(=kٖxRzN9K.sY5PGku?"琑cm=.1!pSc5g/-7C<ylvT&
r{w]ZmvRY5V+ndVsn4ZNqԶwG'430VOf
|