%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 14 0 R 15 0 R 16 0 R 17 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
3-18.株式会社長谷川製作所
2022-04-25T09:12:11+09:00
2022-04-25T09:12:11+09:00
2022-04-25T09:12:11+10:00
Adobe Illustrator 26.2 (Windows)
256
180
JPEG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uuid:00092a30-1f92-421b-b92e-11ca59736731
xmp.did:16095172-17f2-6e46-8b03-8add32865e1c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:bdd76a43-bd96-8640-ad08-be624722f2ca
xmp.did:bdd76a43-bd96-8640-ad08-be624722f2ca
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:028011740720681180838EA26EA7EA94
2022-02-22T10:40:03+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:16095172-17f2-6e46-8b03-8add32865e1c
2022-04-25T09:12:08+09:00
Adobe Illustrator 26.2 (Windows)
/
Print
Adobe Illustrator
False
True
1
296.995497
209.836985
Millimeters
KozMinPr6N-Regular
小塚明朝 Pr6N
R
Open Type
Version 6.017;PS 6.004;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozMinPr6N-Regular.otf
KozMinPr6N-Medium
小塚明朝 Pr6N
M
Open Type
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
False
KozMinPr6N-Medium.otf
KozMinPr6N-Heavy
小塚明朝 Pr6N
H
Open Type
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
False
KozMinPr6N-Heavy.otf
Meiryo-Bold
メイリオ
ボールド
TrueType
Version 6.50
False
meiryob.ttc
KozMinPr6N-Bold
小塚明朝 Pr6N
B
Open Type
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
False
KozMinPr6N-Bold.otf
KozGoPr6N-Medium
小塚ゴシック Pr6N
M
Open Type
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Medium.otf
Meiryo
メイリオ
レギュラー
TrueType
Version 6.50
False
meiryo.ttc
Cyan
Magenta
Yellow
Black
DIC 91s*
DIC 116p
DIC 200s
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
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=29 M=2 Y=38 K=0 1
CMYK
PROCESS
29.296900
1.953100
37.890600
0.000000
DIC 116p
SPOT
100.000000
RGB
230
36
29
C=0 M=10 Y=60 K=0 1
CMYK
PROCESS
0.000000
10.000000
60.000000
0.000000
DIC 200s
SPOT
100.000000
LAB
56.862701
44
38
DIC 91s*
SPOT
100.000000
LAB
72.941200
-41
45
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
89.999400
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
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
10.000000
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 16.04
endstream
endobj
3 0 obj
<>
endobj
19 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 33 0 R/TrimBox[0.0 0.0 841.877 594.813]/Type/Page>>
endobj
20 0 obj
<>stream
HWMhbYzH`$9u:H6 $R-{E`GdW_az͇tt{/ow}䋔4is1 ~^_4
3{:ڑ7'vMQbGs>(u.=}\7p٧V7{;fC݁mX"B.G;BNspS2)qh$Ȝ5w"Wk6.mlIlJ1⪋ɶj눌DnGwgˎF9 9d7[ Kݎ~(ɬEFיSuV>
:S πXLvQI )m+