%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 121 0 R 232 0 R 343 0 R 451 0 R 559 0 R 670 0 R 766 0 R 862 0 R 959 0 R 1052 0 R 1146 0 R 1247 0 R 1348 0 R 1452 0 R 1558 0 R 1664 0 R 1770 0 R 1876 0 R 1982 0 R 2088 0 R 2196 0 R 2304 0 R 2412 0 R 2505 0 R 2598 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
g655-654取説
2020-09-07T18:04:04+09:00
2020-09-07T18:04:04+09:00
2020-09-04T13:48:32+09:00
Adobe Illustrator CS6 (Macintosh)
176
256
JPEG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==
uuid:16ef1131-7c9e-d64f-9fee-6924c7c8ec01
xmp.did:0280117407206811822AE0FDE8819AAC
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c67e2cda-a4a6-6444-a308-ff71b7d26988
xmp.did:0180117407206811822A890A974C563D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0A80117407206811822AC81FC6ADF117
2017-08-01T19:20:11+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0280117407206811822AE0FDE8819AAC
2020-09-04T13:48:32+09:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Volumes/HD-PATU3/商建/オーダー/シッピング/海外/VIOLINO/ARTWORK/202008/EACH/SC20-SF015/脚.jpg
EmbedByReference
/Volumes/HD-PATU3/商建/オーダー/シッピング/海外/VIOLINO/ARTWORK/202008/EACH/SC20-SF015/LEG.jpg
EmbedByReference
/Volumes/HD-PATU3/商建/オーダー/シッピング/海外/VIOLINO/ARTWORK/202008/EACH/SC20-SF015/アセンブリ.jpg
Print
False
False
1
210.001652
296.999959
Millimeters
HiraginoSans-W5
ヒラギノ角ゴシック
W5
Open Type
13.0d2e7
False
ヒラギノ角ゴシック W5.ttc
HiraginoSans-W6
ヒラギノ角ゴシック
W6
Open Type
13.0d2e7
False
ヒラギノ角ゴシック W6.ttc
HiraginoSans-W9
ヒラギノ角ゴシック
W9
Open Type
13.0d2e7
False
ヒラギノ角ゴシック W9.ttc
KozGoPr6N-Medium
小塚ゴシック Pr6N
M
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Medium.otf
KozGoPr6N-Bold
小塚ゴシック Pr6N
B
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Bold.otf
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
ホワイト
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
ブラック
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK レッド
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK イエロー
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK グリーン
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK シアン
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK ブルー
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK マゼンタ
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
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
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
グレー
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
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
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
輝き
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
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 2607 0 R/TrimBox[14.1732 14.1732 609.453 856.063]/Type/Page>>
endobj
2600 0 obj
<>stream
H|WˮKWLYU[|%bý6dDdAG:ѕUGo?W?}