%PDF-1.7
%
1 0 obj
<>
endobj
5 0 obj
<>
stream
application/pdf
国府サミットチラシ
2019-05-16T08:47:51+09:00
2019-05-16T08:47:51+09:00
2019-05-16T08:47:51+09:00
Adobe Illustrator CS6 (Macintosh)
256
180
JPEG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uuid:86dd5773-ef8e-4741-aa1a-f50a9ee845e0
xmp.did:0380117407206811822ABE5E597F4D19
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c54e435a-9d13-fc42-9a9a-47949852ca34
xmp.did:FE7F11740720681183D1FB16CF53CDA1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FE7F11740720681183D1FB16CF53CDA1
2019-05-15T14:48:47+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0380117407206811822ABE5E597F4D19
2019-05-16T08:47:44+09:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/kawai/Desktop/2019.04 こしのくに国府サミットチラシ/5.16 こしのくにサミット-2.jpg
EmbedByReference
/Users/kawai/Desktop/2019.04 こしのくに国府サミットチラシ/5.16 こしのくにサミット-1.jpg
Print
False
False
1
210.001652
296.999959
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
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
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
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
10.000002
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
6 0 obj
<>
endobj
7 1 obj
<>
stream
xʡ0F ÿ !I6$8dg> ޜ-I;]4eOxp5L.d%U
endstream
endobj
8 0 obj
<>
endobj
9 0 obj
<>
endobj
12 1 obj
<>
stream
JFIF
} !1AQa"q2#BR$3br
%&'()*456789:CDEFGHIJSTUVWXYZcdefghijstuvwxyz w !1AQaq"2B #3Rbr
$4%&'()*56789:CDEFGHIJSTUVWXYZcdefghijstuvwxyz " ? c j;O V(_h=(~v F? >ǵ .?OғKNc}(;qIӧ j ~T 1x 8vg8Aq @KRgױ_." 8G{vʎ/