%PDF-1.6
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R 8 0 R 9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
takaishi-restriction-1
2021-01-09T10:57:02+09:00
2021-01-09T10:57:02+09:00
2021-01-09T10:57:02+10:00
Adobe Illustrator 25.0 (Windows)
256
164
JPEG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uuid:869d4cdc-6674-4f6d-8751-51bc99cf527d
xmp.did:f89ad607-3814-ac43-8098-4aee7eef1ab1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:570f9550-a4ac-4f2c-a7f5-b6bc70c1fb99
xmp.did:8e366bbf-b2f6-1f46-8640-209ea38c2b50
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:3709cf5b-8181-c24c-b350-63a712b7e121
2021-01-04T10:36:24+09:00
Adobe Illustrator 25.0 (Windows)
/
saved
xmp.iid:f89ad607-3814-ac43-8098-4aee7eef1ab1
2021-01-09T10:56:55+09:00
Adobe Illustrator 25.0 (Windows)
/
Print
Adobe Illustrator
False
True
1
419.999988
297.000024
Millimeters
Toppan-BunkyuMidashiGoStd-EB
凸版文久見出しゴシック Std
EB
Open Type
Version 1.100;hotconv 1.0.109;makeotfexe 2.5.65596
False
42307
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
False
KozGoPr6N-Regular.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
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=42 M=46 Y=4 K=0
PROCESS
100.000000
CMYK
41.999999
46.000001
4.000000
0.000000
C=18 M=70 Y=7 K=0
PROCESS
100.000000
CMYK
18.000001
69.999999
7.000000
0.000000
C=67 M=14 Y=62 K=0
PROCESS
100.000000
CMYK
67.000002
14.000000
62.000000
0.000000
C=100 M=92 Y=58 K=32
PROCESS
100.000000
CMYK
100.000000
92.000002
57.999998
31.999999
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 15.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/TrimBox[8.50389 8.50389 1199.06 850.394]/Type/Page>>
endobj
13 0 obj
<>stream
HWkG~~NOUB`粂41jf$~eE>um7_v{?ZUQjR4퇯~/>폇Fs꣖MbaqZ3?nn>|ǏWۗ/M
=9kb(Řf^M1}(0bMDxָqۨ|)K}-2ZyEHae{^~E&ujB3\ZCBo̒Э;KZTX5ؤN#䚷:b$qF%y*{M!C#(Cꩡp!LIvwL 0"B;`jeU@
("