%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Q民不_20210514
2021-05-12T16:01:28+09:00
2021-05-12T16:01:28+09:00
2021-05-12T16:01:28+10:00
Adobe Illustrator 24.0 (Windows)
192
256
JPEG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uuid:49e754fb-a744-40e2-9cac-a439ab453053
xmp.did:56bc4563-48ac-ce44-85db-19fc8649062d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:e5c9308f-09e4-4e6c-a20d-e7a6c3074b36
xmp.did:b24a6191-0976-6f40-96af-48b6b83f73c2
uuid:5D20892493BFDB11914A8590D31508C8
default
converted
from application/pdf to <unknown>
saved
xmp.iid:D27F11740720681191099C3B601C4548
2008-04-17T14:19:15+05:30
Adobe Illustrator CS4
/
converted
from application/pdf to <unknown>
converted
from application/pdf to <unknown>
saved
xmp.iid:F97F1174072068118D4ED246B3ADB1C6
2008-05-15T16:23:06-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FA7F1174072068118D4ED246B3ADB1C6
2008-05-15T17:10:45-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:EF7F117407206811A46CA4519D24356B
2008-05-15T22:53:33-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F07F117407206811A46CA4519D24356B
2008-05-15T23:07:07-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811BDDDFD38D0CF24DD
2008-05-16T10:35:43-07:00
Adobe Illustrator CS4
/
converted
from application/pdf to <unknown>
saved
xmp.iid:F97F117407206811BDDDFD38D0CF24DD
2008-05-16T10:40:59-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to <unknown>
saved
xmp.iid:FA7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:26:55-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FB7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:29:01-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FC7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:29:20-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FD7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:30:54-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FE7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:31:22-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:B233668C16206811BDDDFD38D0CF24DD
2008-05-16T12:23:46-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:B333668C16206811BDDDFD38D0CF24DD
2008-05-16T13:27:54-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:B433668C16206811BDDDFD38D0CF24DD
2008-05-16T13:46:13-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F11740720681197C1BF14D1759E83
2008-05-16T15:47:57-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F87F11740720681197C1BF14D1759E83
2008-05-16T15:51:06-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F97F11740720681197C1BF14D1759E83
2008-05-16T15:52:22-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:FA7F117407206811B628E3BF27C8C41B
2008-05-22T13:28:01-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:FF7F117407206811B628E3BF27C8C41B
2008-05-22T16:23:53-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:07C3BD25102DDD1181B594070CEB88D9
2008-05-28T16:45:26-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:F87F1174072068119098B097FDA39BEF
2008-06-02T13:25:25-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811BB1DBF8F242B6F84
2008-06-09T14:58:36-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F97F117407206811ACAFB8DA80854E76
2008-06-11T14:31:27-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:0180117407206811834383CD3A8D2303
2008-06-11T22:37:35-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:01E540664A3DDD11BD33D3EB8D3A1068
2008-06-18T22:24:01+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:6B6AE2A5723EDD11A6F1BABF7C5A7A51
2008-06-19T20:30:34-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:D9723F068C41DD119455A51FA525B184
2008-06-24T10:46:57+09:00
Adobe Illustrator CS4
/
saved
xmp.iid:D19A5BF8200811689FE8CB9EA85C5459
2008-06-26T05:56:31-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:C87EA9A97648DD11BB47877F8DDF9079
2008-07-02T13:39:14-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:0480117407206811AFFDD882A25629F8
2008-07-21T11:57:24+05:30
Adobe Illustrator CS4
/
saved
xmp.iid:FF7F117407206811994C86F197F76F89
2008-07-24T10:30:15+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:0080117407206811994C86F197F76F89
2008-07-24T10:30:24+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:40C75CDA08206811B1A4D030930957B1
2008-07-30T14:41:03+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:41C75CDA08206811B1A4D030930957B1
2008-07-30T14:41:18+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:0380117407206811994CDBD53340AB82
2008-07-31T12:30:38+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:56bc4563-48ac-ce44-85db-19fc8649062d
2021-05-12T16:01:20+09:00
Adobe Illustrator 24.0 (Windows)
/
EmbedByReference
\\Ss1\b02_営業部\B0203_営業企画課\単行本\書籍ジャケット画像\2021\単行本\民不Q.jpg
adobe:docid:photoshop:aafcbcef-41e2-8f41-9831-240b302164ae
xmp.iid:88f2f1fc-9c83-4a37-b042-6b8bc55136d2
EmbedByReference
C:\Users\s-ohno\Desktop\Twitter_Starter_Kit\Twitter_Logo_Blue\Twitter_Logo_Blue.png
\\Ss1\b02_営業部\B0203_営業企画課\単行本\書籍ジャケット画像\2021\単行本\民不Q.jpg
adobe:docid:photoshop:aafcbcef-41e2-8f41-9831-240b302164ae
xmp.iid:88f2f1fc-9c83-4a37-b042-6b8bc55136d2
C:\Users\s-ohno\Desktop\Twitter_Starter_Kit\Twitter_Logo_Blue\Twitter_Logo_Blue.png
Print
Adobe Illustrator
False
True
1
210.001656
296.999935
Millimeters
KozMinPro-Medium
小塚明朝 Pro
M
Open Type
Version 4.000;PS 4;Core 1.0.38;makeotf.lib1.7.12746
False
KozMinPro-Medium.otf
KozGoPro-Medium
小塚ゴシック Pro
M
Open Type
Version 4.001;PS 4;Core 1.0.38;makeotf.lib1.7.12746
False
KozGoPro-Medium.otf
KozGoPro-Bold
小塚ゴシック Pro
B
Open Type
Version 4.001;PS 4;Core 1.0.38;makeotf.lib1.7.12746
False
KozGoPro-Bold.otf
KozGoPro-Heavy
小塚ゴシック Pro
H
Open Type
Version 4.001;PS 4;Core 1.0.38;makeotf.lib1.7.12746
False
KozGoPro-Heavy.otf
KozGoPro-Regular
小塚ゴシック Pro
R
Open Type
Version 4.001;PS 4;Core 1.0.38;makeotf.lib1.7.12746
False
KozGoPro-Regular.otf
KozMinPro-Bold
小塚明朝 Pro
B
Open Type
Version 4.000;PS 4;Core 1.0.38;makeotf.lib1.7.12746
False
KozMinPro-Bold.otf
KozGoPro-ExtraLight
小塚ゴシック Pro
EL
Open Type
Version 4.002;PS 4.001;Core 1.0.38;makeotf.lib1.7.9028
False
KozGoPro-ExtraLight.otf
KozGoPro-Light
小塚ゴシック Pro
L
Open Type
Version 4.001;PS 4;Core 1.0.38;makeotf.lib1.7.12746
False
KozGoPro-Light.otf
Cyan
Magenta
Yellow
Black
DIC 126s
初期設定のスウォッチグループ
0
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
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 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=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=48 K=0
CMYK
PROCESS
5.000000
0.000000
48.000000
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
CMYK レッド
CMYK
PROCESS
0.000000
100.000000
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=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
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=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
DIC 91s*
SPOT
100.000000
CMYK
56.999999
0.000000
94.999999
0.000000
DIC 641s*
SPOT
100.000000
CMYK
100.000000
60.000002
0.000000
0.000000
DIC 9s
SPOT
100.000000
CMYK
0.000000
5.000000
50.999999
0.000000
CF 10164*
SPOT
100.000000
LAB
78.039200
22
88
CF Millennium Black**
SPOT
100.000000
LAB
10.980400
0
-1
DIC 42s*
SPOT
100.000000
CMYK
57.999998
0.000000
20.000000
0.000000
DIC 68s
SPOT
100.000000
CMYK
69.999999
0.000000
5.000000
0.000000
DIC 99s
SPOT
100.000000
CMYK
89.999998
0.000000
5.000000
0.000000
DIC 140s
SPOT
100.000000
CMYK
87.000000
20.999999
0.000000
0.000000
DIC 576s
SPOT
100.000000
CMYK
97.000003
0.000000
3.000000
0.000000
C=52 M=94 Y=100 K=32 1
CMYK
PROCESS
51.509900
93.826200
100.000000
32.266700
C=62 M=47 Y=0 K=25 1
CMYK
PROCESS
62.000000
47.000000
0.000000
24.800000
C=62 M=47 Y=0 K=25 2
CMYK
PROCESS
62.000000
47.000000
0.000000
24.800000
DIC 4s*
SPOT
100.000000
CMYK
0.000000
30.000001
13.000000
0.000000
DIC 2586s*
SPOT
100.000000
CMYK
82.000703
11.000100
0.000000
0.000000
DIC 250s*
SPOT
100.000000
CMYK
88.000000
25.000000
85.000002
0.000000
C=54 M=100 Y=74 K=0 1
CMYK
PROCESS
54.000000
100.000000
74.000000
0.000000
DIC 97s*
SPOT
100.000000
CMYK
72.000003
0.000000
30.000001
0.000000
DIC 96s*
SPOT
100.000000
CMYK
74.000001
0.000000
36.000001
0.000000
DIC 95s*
SPOT
100.000000
CMYK
81.999999
0.000000
55.000001
0.000000
DIC 94s*
SPOT
100.000000
CMYK
79.000002
0.000000
60.000002
0.000000
DIC 133s*
SPOT
100.000000
CMYK
86.000001
0.000000
60.000002
0.000000
DIC 216s
SPOT
100.000000
CMYK
98.000002
1.000000
72.000003
0.000000
DIC 215s
SPOT
100.000000
CMYK
99.000001
0.000000
80.000001
0.000000
DIC 217s
SPOT
100.000000
CMYK
95.999998
13.000000
47.000000
0.000000
DIC 82s*
SPOT
100.000000
CMYK
0.000000
56.999999
94.999999
0.000000
DIC 9s
SPOT
20.000000
CMYK
0.000000
5.000000
50.999999
0.000000
DIC 126s
SPOT
100.000000
LAB
89.803925
-4
86
DIC 2063s
SPOT
100.000000
LAB
91.372551
-6
56
DIC 2061s*
SPOT
100.000000
LAB
93.333336
0
32
DIC 2089s*
SPOT
100.000000
LAB
92.156860
-8
52
DIC 570s
SPOT
100.000000
LAB
89.803925
-3
93
DIC 569s
SPOT
100.000000
LAB
89.803925
-3
89
DIC 590s***
SPOT
100.000000
LAB
95.294121
-15
70
DIC 46s
SPOT
100.000000
LAB
67.843140
30
-16
グレースケール
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
ビビッド
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
C=82 M=43 Y=2 K=0 1
CMYK
PROCESS
81.640625
43.359375
1.953125
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HtWn%I|p;uV#3HJaLj@'"MÇf?Ss6"'yz,v_-y~]~Ƨ!jD_
veqa;隡k͂x+=_?dlqK&MVs!N HcnTi_/P5Q-n@(o'd3&HӀ=~nʝo'Xbu,)NSxrs7`"@{]G( oKrkiv;tG ؉^b%u[+y2T& uKnmgGIx'
D8h;7mqP3",~Xz)F96%2/DSU#NiHHt f
7 {w5&f