%PDF-1.3
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
shiC2208
2022-08-19T11:47:36+09:00
2022-08-19T11:47:36+09:00
2022-08-19T11:47:36+09:00
Adobe Illustrator 26.0 (Macintosh)
208
256
JPEG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uuid:af6859ab-5446-764e-afd6-673aef3652bb
xmp.did:3f5186df-1159-48ab-b4fc-afcc215d3600
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:2e568f16-4402-4555-ba78-ccb785e2e97f
xmp.did:77273692-c0f3-3e47-9978-f48de2fdf5ca
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:15287524-3413-4f09-a464-615c2117e9e9
2022-07-15T14:53:31+09:00
Adobe Illustrator 26.3 (Macintosh)
/
saved
xmp.iid:3f5186df-1159-48ab-b4fc-afcc215d3600
2022-08-19T11:47:31+09:00
Adobe Illustrator 26.0 (Macintosh)
/
EmbedByReference
/Users/a-urayama/Downloads/死が三人を分かつまで-電子書籍デザインラフ02_ページ_1.jpg
/Users/a-urayama/Downloads/死が三人を分かつまで-電子書籍デザインラフ02_ページ_1.jpg
Print
Adobe Illustrator
False
False
1
209.999994
297.000024
Millimeters
HiraKakuStd-W9
ヒラギノ角ゴ Std
W9
Open Type
Version 7.15
False
ヒラギノ角ゴ Std W9.otf
KozGoPro-Medium
小塚ゴシック Pro
M
Open Type
Version 4.020;PS 4.005;hotconv 1.0.70;makeotf.lib2.5.5900
False
.21530.otf
KozMinPro-Medium
小塚明朝 Pro
M
Open Type
Version 4.015;PS 4.004;hotconv 1.0.70;makeotf.lib2.5.58329
False
.21562.otf
UDDigiKyokashoN-R
UDDigiKyokashoN R
R
Unknown
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
False
KozGoPr6N-Regular.otf
BIZ-UDPGothic
BIZ UDPGothic
UDPGothic
Unknown
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
False
KozGoPr6N-Regular.otf
GothicMB101Pr6N-Medium
A-OTF ゴシックMB101 Pr6N
M
Open Type
Version 2.000;PS 1.2;hotconv 1.0.50;makeotf.lib2.0.15232
False
A-OTF-GothicMB101Pr6N-Med.otf
GothicMB101Pr6N-Heavy
A-OTF ゴシックMB101 Pr6N
H
Open Type
Version 2.000;PS 1.2;hotconv 1.0.50;makeotf.lib2.0.15232
False
A-OTF-GothicMB101Pr6N-Heavy.otf
GothicMB101Pr6N-Ultra
A-OTF ゴシックMB101 Pr6N
U
Open Type
Version 2.000;PS 1.2;hotconv 1.0.50;makeotf.lib2.0.15232
False
A-OTF-GothicMB101Pr6N-Ultra.otf
UDDigiKyokashoNK-B
UDDigiKyokashoNK B
B
Unknown
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
R=90 G=93 B=96
PROCESS
100.000000
CMYK
71.462572
62.423128
57.537192
10.348668
R=51 G=59 B=69
PROCESS
100.000000
CMYK
82.894635
74.535739
62.847328
33.060196
R=0 G=10 B=23
PROCESS
100.000000
CMYK
96.554512
91.042954
76.192874
69.417864
R=26 G=34 B=46
PROCESS
100.000000
CMYK
90.072477
83.965814
67.818719
52.684820
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 16.03
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HtWˎ$Wt-L_샠@1`wD$;cXMF|Ff~o~J۟H?K[ϛimˣm27{-c{V{{ysdG{u
cp!=U`iݞOϹ}@#s>g{\s
愷[qBr<`@CiKS{0iy[cֶnCp@Fe3>xnK(umˎHiIx#.3$a<ܩ S,aYϤk%FUy2igynZBJpn3rūL3N{ Fk'~GG>G&NNWc
&_g*9Cl@N|&