%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R 8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ならまちづくりフォーラムA4チラシ裏面160129改2
2016-01-29T11:59:38+09:00
2016-01-29T11:59:38+09:00
2016-01-29T11:59:38+10:00
Adobe Illustrator CS5
188
256
JPEG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uuid:0650d4a4-8cfa-421d-b6c8-8c3bfa2c3d9b
xmp.did:1260A16E24C6E511B8DBE7C9E804CE40
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:1160A16E24C6E511B8DBE7C9E804CE40
xmp.did:1160A16E24C6E511B8DBE7C9E804CE40
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:35E7BF63EE5FE41195D6EDA8D3F77206
2014-10-30T13:37+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:36E7BF63EE5FE41195D6EDA8D3F77206
2014-10-30T14:32:12+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:37E7BF63EE5FE41195D6EDA8D3F77206
2014-10-30T14:32:31+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:38E7BF63EE5FE41195D6EDA8D3F77206
2014-10-30T14:52:55+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:68B994A73196E4118AD6EB6F09C74361
2015-01-07T14:54:33+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:69B994A73196E4118AD6EB6F09C74361
2015-01-07T16:38:52+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:CAD1FFECC09BE4118798B47FA992BBA5
2015-01-14T16:45:46+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:765C73FF559CE411A05EEA7FDA454D19
2015-01-15T11:41:16+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:795C73FF559CE411A05EEA7FDA454D19
2015-01-15T17:17:59+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:C93B3528259DE411AE228829DEDEC879
2015-01-16T11:12:44+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:9653E5DCE8B8E511870A98A27EB45392
2016-01-12T14:40:18+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:1458EB33C8C3E511BA3FFDAF3B478652
2016-01-26T11:40:42+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:30F003EBFEC3E511803B9670737D55BA
2016-01-27T10:55:29+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:2E70A3C0CFC4E511B8DBE7C9E804CE40
2016-01-27T18:12:44+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:3170A3C0CFC4E511B8DBE7C9E804CE40
2016-01-29T08:40:43+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:0C60A16E24C6E511B8DBE7C9E804CE40
2016-01-29T10:06:07+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:1160A16E24C6E511B8DBE7C9E804CE40
2016-01-29T11:58:50+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:1260A16E24C6E511B8DBE7C9E804CE40
2016-01-29T11:59:25+09:00
Adobe Illustrator CS5
/
EmbedByReference
C:\Users\kou\Desktop\飛鳥ニューツーリズム協議会\イベント制作物\H280228ならまちづくりフォーラム\ならまちづくりフォーラムチラシ\p_ゲストハウス03.psd
EmbedByReference
C:\Users\kou\Desktop\飛鳥ニューツーリズム協議会\イベント制作物\H280228ならまちづくりフォーラム\ならまちづくりフォーラムチラシ\p_ゲストハウス04.psd
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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
C=0 M=53 Y=0 K=70
CMYK
PROCESS
0.000000
52.999997
0.000000
69.999701
C=65 M=70 Y=80 K=50
CMYK
PROCESS
64.999998
69.999999
80.000001
50.000000
C=40 M=30 Y=100 K=25
CMYK
PROCESS
39.999998
30.000001
100.000000
25.000000
C=0 M=80 Y=100 K=30
CMYK
PROCESS
0.000000
80.000001
100.000000
30.000001
C=30 M=0 Y=100 K=60
CMYK
PROCESS
30.000001
0.000000
100.000000
60.000002
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
11 0 obj
<>stream
HWd9
ߧT҃B#͂bFS
9MW]i֨&c۷R7B5HHw~[oۯO:hQB)r
ڈ)/ǗCgj]4U:s-uFSAZ#9q)|;ri~^肉*YZu]36JM3mB+-v-*ږ.q].zs;v%:ݐeRh\«8K/^v3$`8/j-gp\q)Gv|O|cSm.P
7?&xW'4ʼYĚi6=xT ڞ-ݱb[*BYᒇ"V%nWq)XڧJc m:#!A6H(Pu>w=.6YNɍKJ-Nl1Ŷ/ q3':L!tQR!7u!\պXt 9وͤdΥJ9H!jRmb{Pb0y5矕w