%PDF-1.6
%
1 0 obj
<>/OCGs[7 0 R 8 0 R 9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
LGBTQチラシ_第3回 _ol_最終+
2022-12-28T14:44:37+09:00
2022-12-28T14:44:37+09:00
2022-12-28T14:44:37+10:00
Adobe Illustrator 27.1 (Windows)
184
256
JPEG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uuid:76a3ac86-1116-4bec-af06-d27a9bf72136
xmp.did:fc3fe0e9-d302-f741-9a33-e05145d26c52
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:3df63513-79b8-4cec-aeab-a126e8809337
xmp.did:c0bc192a-86ec-4be8-aee3-b47da03fddd0
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:75c22f13-9c48-47e1-8ccd-7b4cff5eb15d
2022-09-08T10:43:30+09:00
Adobe Illustrator 24.3 (Macintosh)
/
saved
xmp.iid:fc3fe0e9-d302-f741-9a33-e05145d26c52
2022-12-28T14:44:30+09:00
Adobe Illustrator 27.1 (Windows)
/
EmbedByReference
C:\Users\tsukurusu\Desktop\【2校】(修正)【第3回】音声コード(右下)案_音声コード付221227\(修正)【第3回】音声コード(右下)案_音声コード付221227_001L.bmp
0
0
EmbedByReference
【第3回】音声コード(右上)_音声コード付221215_右上L.bmp
EmbedByReference
QR_338560.tif
【第3回】音声コード(右上)_音声コード付221215_右上L.bmp
QR_338560.tif
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
Millimeters
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=55 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
55.000001
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
東京都グレー
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
60.000002
東京都グリーン
PROCESS
100.000000
CMYK
89.999998
0.000000
100.000000
0.000000
C=90 M=10 Y=0 K=0
PROCESS
100.000000
CMYK
89.999998
10.000000
0.000000
0.000000
C=80 M=75 Y=0 K=0
PROCESS
100.000000
CMYK
80.000001
75.000000
0.000000
0.000000
C=90 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
89.999998
0.000000
0.000000
0.000000
C=70 M=0 Y=90 K=0
PROCESS
100.000000
CMYK
69.999999
0.000000
89.999998
0.000000
C=0 M=50 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
50.000000
89.999998
0.000000
C=0 M=85 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
85.000002
0.000000
0.000000
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 17.00
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageB]/Properties<>/XObject<>>>/Thumb 32 0 R/TrimBox[8.50394 8.50394 603.78 850.394]/Type/Page>>
endobj
12 0 obj
<>stream
H˒eG
E+~L p@cmtEA-d*Җï>|U~W#}['||/uLJ_6l}f˧>}z<^_3m{h"q=wOfŴQ۟r(ʡW~)l_-bN[Kg3t؞h,r*])XZrnSqur}[z-/ͯ3\&@>re%Uĺ;W;e8<>̷Z ObLshL=vĮ\jms(hIx3ѭ9fb
(\IND4#RzjgB~NO
ߞף<