%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
20180710_nishinihongouu
2018-07-10T11:48:37+09:00
2018-07-10T11:48:37+09:00
2018-07-10T11:48:37+09:00
Adobe Illustrator CS6 (Windows)
256
176
JPEG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uuid:2f42e61d-a228-4e42-b065-553618e6ffd0
xmp.did:58D8CCFDD783E811AD28B83FFD06E0AD
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:9080a3d2-6a00-451c-bdf7-07b7db0cb151
xmp.did:56D8CCFDD783E811AD28B83FFD06E0AD
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:B77F65E9EE36E311A0F0C7A9EC8CA49A
2013-10-17T14:42:29+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:58D8CCFDD783E811AD28B83FFD06E0AD
2018-07-10T11:48:31+09:00
Adobe Illustrator CS6 (Windows)
/
Print
False
True
1
296.999959
210.001652
Millimeters
HGSoeiKakupoptai
HG創英角ポップ体
標準
TrueType
Version 5.02
False
HGRPP1.TTC
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
89.999405
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
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
10.000002
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
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[8.50389 8.50391 850.394 603.784]/Type/Page>>
endobj
6 0 obj
<>stream
HW]oe
|?B,J$%Ak
b EmڮE]1I
g(?ӭ.+J?{Ǐ_}ʟq,kul-f6eԵ˲.J`[Sê/
LkmJn7>*kok4|]ζS'yԫxnϷf/=jrզ_߰cǯEj_^^c[.ˮIe{vGPu@`keE ^k+OaV\:] j/ P~>>B bXm\][vu(^L/ܾf!Dwv0̤\8:ouQ79Uusb>lw2zw[
ҥ18X ,Ǭ.FX]
5W,k8fVHr$x#9a-]͍
w{ŢQ =: 4. GViY@/^ V@4
.3sWXh.DP@q0`d/p쓦et×
+A5s)5`pg F4vtJn,Ɖ#u,4Fa:r*-́ @^cK8:Wh
~f@&4x6~%7`AĈa
0LD"8qAPb'%{0C}/ؙY
:A-$$=jh"'8x@h'G