%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
座席表_REAL13
2020-12-22T16:41:28+09:00
2020-12-22T16:41:28+09:00
2020-12-22T16:41:28+09:00
Adobe Illustrator 24.3 (Macintosh)
256
164
JPEG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uuid:24aacce6-2aa5-584b-ab95-e824777a8e19
xmp.did:c37442b5-0a70-403a-88e2-17287a75ee09
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:64943d1d-12de-a74a-809b-d08c0a8ac23d
xmp.did:cff94551-717d-419f-9455-889641d04521
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2a96ca9a-3924-4974-ab4e-35b8ddf63796
2020-12-15T14:12:04+09:00
Adobe Illustrator 24.3 (Macintosh)
/
saved
xmp.iid:c37442b5-0a70-403a-88e2-17287a75ee09
2020-12-22T16:41+09:00
Adobe Illustrator 24.3 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
297.000024
209.999994
Millimeters
DINAlternate-Bold
DIN Alternate
Bold
TrueType
13.0d3e2
False
DIN Alternate Bold.ttf
Futura-Bold
Futura
Bold
TrueType
13.0d1e3
False
Futura.ttc
Meiryo
メイリオ
レギュラー
TrueType
Version 6.02
False
meiryo.ttc
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
Mont-HeavyDEMO
Mont
Heavy DEMO
Open Type
Version 1.003;PS 001.003;hotconv 1.0.88;makeotf.lib2.5.64775
False
Mont-HeavyDEMO.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
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
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 16 0 R/TrimBox[8.50389 8.50389 850.394 603.779]/Type/Page>>
endobj
13 0 obj
<>stream
HIo]EW%,^aIbXbB&6"ߧ](ܯsˏ_wӻQwxwow/>}ϟ<ꚏc8b;oԐ];.F8w$Ã7uG߄x]bk?>x}ѧ|xFA0追^j??