%PDF-1.6
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ダンスムーブメントチラシ日付変更QR入りol
2021-07-03T18:49:57+09:00
2021-07-03T18:49:57+09:00
2021-07-03T18:49:56+09:00
Adobe Illustrator 25.2 (Macintosh)
256
224
JPEG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uuid:0bc9d0ea-bb1d-d04b-be09-bed017e36ca9
xmp.did:741d91f3-49a5-427c-8ad2-c4ada3d6cde8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:699a91d7-588e-dc46-affe-46b9e782d9fe
xmp.did:b2231d09-1353-4dca-9463-83116a780d84
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:a667ea0b-9c95-46d2-9602-e1da03c60f3c
2020-04-06T12:32:21+09:00
Adobe Illustrator 24.1 (Macintosh)
/
saved
xmp.iid:741d91f3-49a5-427c-8ad2-c4ada3d6cde8
2021-07-03T18:49:53+09:00
Adobe Illustrator 25.2 (Macintosh)
/
EmbedByReference
/Users/shokoimayoshi/Downloads/ODLN.png
0
0
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
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
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=65 M=18 Y=12 K=0
PROCESS
100.000000
CMYK
64.999998
18.000001
12.000000
0.000000
C=75 M=28 Y=19 K=0
PROCESS
100.000000
CMYK
75.265121
27.576107
18.652630
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
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 102 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
HI$Eq
@E