%PDF-1.6
%
1 0 obj
<>/OCGs[ 6 0 R ]>>/Pages 3 0 R /Type/Catalog/PieceInfo 48 0 R >>
endobj
2 0 obj
<>stream
application/pdf
TW485~505PERC-M10-132-D
2023-01-13T10:15:41+08:00
2023-01-13T10:15:41+08:00
2023-01-05T16:54:10+09:00
Adobe Illustrator 26.0 (Windows)
256
172
JPEG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:ca2c1ab5-276b-4ab4-87ad-a126b69016d6
xmp.did:4f8d97f1-d4f0-eb47-873e-ddb2e09cfcf3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:c2f51418-8101-4a48-bb45-4594b2780687
xmp.did:c2f51418-8101-4a48-bb45-4594b2780687
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:60e113a0-8f57-4245-bc54-f037f199c7ca
2022-12-22T11:56:45+08:00
Adobe Illustrator 26.0 (Windows)
/
saved
xmp.iid:4f8d97f1-d4f0-eb47-873e-ddb2e09cfcf3
2023-01-05T16:54:07+08:00
Adobe Illustrator 26.0 (Windows)
/
EmbedByReference
E:\12格.png
E:\12格.png
Print
Adobe Illustrator
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
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 16.03
endstream
endobj
5 0 obj
<>/ExtGState<>/Properties<>/Shading<>/XObject<>>>/Thumb 18 0 R /TrimBox[ 0 0 595.276 807.874]/Type/Page>>
endobj
8 0 obj
<>/ExtGState<>/Properties<>/Shading<>/XObject<>>>/Thumb 25 0 R /TrimBox[ 0 0 595.276 807.874]/Type/Page>>
endobj
9 0 obj
<>stream
HWˎ-9ܟ5RWrGB, Qa.DDV#lZ-*}|DD_e{ݗ/KW߭mgۏ7*_yyoo_}(/}_Qbe[n|U[}\^Q~<