%PDF-1.5
%
1 0 obj
<>/OCGs[17 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
子どもの貧困対策セミナーvol.2チラシ
2017-08-15T15:06:44+09:00
2017-08-15T15:06:44+09:00
2017-08-15T15:06:44+10:00
Adobe Illustrator CC 2017 (Windows)
164
256
JPEG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uuid:56476b92-d73c-4da0-a228-fd7b9bd3a43d
xmp.did:24527d6c-1b5e-ac4c-bcaa-fc52d64d2c6a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b3f7c911-6b25-4287-9b7a-b73bf772dfe9
xmp.did:f7ba5051-4582-2f4c-81ee-c7ee78e37c0e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:f2d38abb-06d2-3343-a0f5-483f42ca6c9a
2016-11-30T10:42:55+09:00
Adobe Illustrator CC 2015.3 (Windows)
/
saved
xmp.iid:24527d6c-1b5e-ac4c-bcaa-fc52d64d2c6a
2017-08-15T15:06:40+09:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
C:\Users\yosami-d01\Desktop\akyqrコード.png
0
0
EmbedByReference
C:\Users\yosami-d01\Desktop\埋橋先生pf写真.jpg
EmbedByReference
C:\Users\yosami-d01\Desktop\読書少年.png
0
0
C:\Users\yosami-d01\Desktop\akyqrコード.png
0
0
C:\Users\yosami-d01\Desktop\埋橋先生pf写真.jpg
C:\Users\yosami-d01\Desktop\読書少年.png
0
0
Print
False
True
1
210.001556
297.000083
Millimeters
HGPGothicM
HGPゴシックM
メディウム
TrueType
Ver.2.02
False
HGRGM.TTC
rounded-x-mplus-1c-medium
Rounded-X M+ 1c
medium
TrueType
Version 1.059.20150529
False
rounded-x-mplus-1c-medium.ttf
Meiryo
メイリオ
レギュラー
TrueType
Version 6.26
False
meiryo.ttc
Ghatee
きずだらけのぎゃーてー
Regular
TrueType
Version 2.07
False
ghatee.ttf
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
amemuchigothic-U
飴鞭ゴシック-U
Regular
TrueType
Version 2.00
False
amemuchigothic-u.ttf
amemuchigothicmono-04
飴鞭ゴシック等幅-04
Regular
TrueType
Version 3.1
False
amemuchigothicmono-04.ttf
AmemuchiLightNovelPOP-New
飴鞭ラノベPOP 新かな
Regular
TrueType
Version 1.00
False
AmeMuchiLightNovelPOP-new.ttf
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
PANTONE 5405 EC 2
PROCESS
100.000000
CMYK
85.339099
69.301897
46.952000
7.052700
PANTONE 5395 EC 2
PROCESS
100.000000
CMYK
93.887198
89.089799
84.136701
76.504201
PANTONE 5425 EC
PROCESS
100.000000
CMYK
57.442600
38.898301
27.725601
0.000000
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
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
21.0.2
endstream
endobj
3 0 obj
<>
endobj
19 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 29 0 R/TrimBox[8.50389 8.50389 603.784 850.394]/Type/Page>>
endobj
20 0 obj
<>stream
HW]dI}_qngw°0ӳ2>,:jsNd֭A'"~=1l?nOa}Zcyw߱B{N??^9=Cim##Դ؞%f{m;Rbv֧>Nd{o[~;wK0ܶ4`ա>ܑFzxU{džoN.w'=" "8`KxP#70Tmy`Sٻ-5iWone`;dR Rҷܳ%