%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 13 0 R 14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
大ホール中規模利用について
2021-09-30T13:40:29+09:00
2021-09-30T13:40:29+09:00
2021-09-30T13:40:29+10:00
Adobe Illustrator CS6 (Windows)
176
256
JPEG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uuid:14084326-b663-46bf-8357-33985592643f
xmp.did:2714BD87A821EC1196C8B72E9B94EF79
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:46a98622-f87f-704a-a86a-73dd28eea131
xmp.did:A4D5BD7DC365E111835FF2FC000FBA2B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2714BD87A821EC1196C8B72E9B94EF79
2021-09-30T13:40:25+09:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\のべおか文化事業団 和田\Desktop\c16961b1170832e39c8394f08e695cdd.pdf
Print
False
False
1
210.001652
296.999959
Millimeters
HGMaruGothicMPRO
HG丸ゴシックM-PRO
標準
Open Type
Version 5.02
False
HGRSMP.TTF
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Regular.otf
GFNBAA+MS-Mincho
GFNBAA+MS Mincho
Mincho
Unknown
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Regular.otf
QJJAAA+MS-Gothic
QJJAAA+MS Gothic
Gothic
Unknown
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Regular.otf
HIBBAA+MS-Mincho
HIBBAA+MS Mincho
Mincho
Unknown
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Regular.otf
PBAAAA+MS-Mincho
PBAAAA+MS Mincho
Mincho
Unknown
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Regular.otf
HJCBAA+KozGoPr6N-Regular
HJCBAA+KozGoPr6N Regular
Regular
Unknown
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Regular.otf
UGXAAA+YentiEGP-Medium-SJIS
UGXAAA+YentiEGP Medium-SJIS
Medium-SJIS
Unknown
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Regular.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
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
3 0 obj
<>
endobj
16 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 21 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
17 0 obj
<>stream
HWˎW$3ia{f
l;"1Hd7|DFqOI5Xf$-u(o?8_Y_>~z_w?_=>\fJ}YBOYMKY>.zyi89pӴ/rm5Ԓ}4s%yy0rR-Z(!w'AzƟpW(+3~_iuY(zH9H yA& ϧs!<S{I~LΓ" 75$]#U.!2:`Qt viC
R*A!YCtjmHp&&ĹdDS
zF|:r~
e$.ZڳfY@Bi`SG;9