%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
17JAまつり_A4チラシ1002-2
2017-10-02T16:22:19+09:00
2017-10-02T16:22:19+09:00
2017-10-02T16:22:19+09:00
Adobe Illustrator CC 2017 (Macintosh)
184
256
JPEG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uuid:70152c8d-8d5f-6f4e-82dd-713cef4be39d
xmp.did:1caf0f95-c6b1-4b96-93d9-1e4701063c95
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:831b32c8-7196-9c40-b561-a6495cc34049
xmp.did:04065532-0def-4bda-88db-d690ed3a23cb
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:41e26b3d-bdec-44ec-933f-f9084a412ec8
2017-09-21T19:11:41+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:1caf0f95-c6b1-4b96-93d9-1e4701063c95
2017-10-02T16:22:15+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
True
1
210.000000
297.000000
Millimeters
MidashiGoPro-MB31
A-OTF 見出ゴMB31 Pro
MB31
Open Type
OTF 1.004;PS 1;Core 1.0.31;makeotf.lib1.4.1585
False
A-OTF-MidashiGoPro-MB31.otf
HiraginoUDSansStd-W5
ヒラギノUD角ゴ Std
W5
Open Type
Version 7.10
False
ヒラギノUD角ゴ Std W5.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
C=50 M=0 Y=25 K=0 1
SPOT
100.000000
CMYK
50.000000
0.000000
25.000000
0.000000
C=50 M=0 Y=100 K=0 1
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=0 M=50 Y=70 K=0 1
CMYK
PROCESS
0.000000
50.000000
69.999999
0.000000
C=60 M=0 Y=5 K=0 1
CMYK
PROCESS
60.000000
0.000000
5.000000
0.000000
C=25 M=50 Y=0 K=0 1
CMYK
PROCESS
25.000000
50.000000
0.000000
0.000000
C=23 M=0 Y=69 K=0 1
CMYK
PROCESS
23.000002
0.000000
69.000000
0.000000
C=0 M=30 Y=40 K=0 1
CMYK
PROCESS
0.000000
30.000000
40.000000
0.000000
C=30 M=0 Y=3 K=0 1
CMYK
PROCESS
30.000000
0.000000
3.000000
0.000000
C=13 M=25 Y=0 K=0 1
CMYK
PROCESS
12.500000
25.000000
0.000000
0.000000
C=0 M=60 Y=0 K=0 1
CMYK
PROCESS
0.000000
60.000000
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 15.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 54 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
Hn)b۵ ׆us&PZ E_w?,w凷o_q߿t_Ow?O>q B
KKZ+~mEtTY|bQ}>w~벺$߀c.ABZegPЊLrv%R٭9znh뒚1\׀:{eSK-/%;/}'jI3