%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
2022120523冬arthall
2022-12-05T14:27:39+09:00
2022-12-05T14:27:39+09:00
2022-12-05T14:27:39+09:00
Adobe Illustrator 27.0 (Macintosh)
236
256
JPEG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uuid:f8654bf7-21c0-2041-bba7-5263ab4712b3
xmp.did:9b4cf9a2-c0a8-43ca-8eb2-eead153687ad
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d67ab1c9-fd79-cf44-8b88-bad0a636ca45
xmp.did:281f9505-4fc7-4cce-b0ba-ea162ccfd22c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:934337E02479E81198A2D96983A27AA5
2018-06-26T18:39:52+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:9b4cf9a2-c0a8-43ca-8eb2-eead153687ad
2022-12-05T14:27:34+09:00
Adobe Illustrator 27.0 (Macintosh)
/
EmbedByReference
/Users/kumikomatsuoka/Downloads/青 ラベンダー 花 友情 Instagram投稿 (2).png
0
0
EmbedByReference
/Users/kumikomatsuoka/Documents/@TENNOZホームページ/アートホール/tennozislearthall_qr.png
0
0
Print
Adobe Illustrator
False
True
1
210.001656
296.999942
Millimeters
Osaka
Osaka
レギュラー
TrueType
16.0d1e2
False
Osaka.ttf
HiraKakuStd-W8
ヒラギノ角ゴ Std
W8
Open Type
15.0d1e6
False
ヒラギノ角ゴシック W8.ttc
YuGo-Medium
游ゴシック体
ミディアム
Open Type
15.0d1e1
False
YuGothic-Medium.otf
YuGo-Bold
游ゴシック体
ボールド
Open Type
15.0d1e1
False
YuGothic-Bold.otf
LiGothicMed
蘋果儷中黑
中黑
TrueType
13.0d2e6
False
AppleLiGothic-Medium.ttf
HGSoeiKakugothicUB
HGSoeiKakugothicUB
Unknown
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
False
KozGoPr6N-Regular.otf
HGPGothicE
HGPGothicE
Unknown
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
False
KozGoPr6N-Regular.otf
HGSGothicE
HGSGothicE
Unknown
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
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
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
DIC 620s***
SPOT
100.000000
LAB
69.019600
4
28
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 16.07
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[8.50389 8.50389 603.784 850.393]/Type/Page>>
endobj
6 0 obj
<>stream
HWێ
}ﯨ2% }
,v,IMskK*")Ut1i~ڼ7|7|oo?od!!8Z3>j7ty?ǖhMFR
*!*2
G1.v2~jKMq0Bqx|HxvzM9LGj;)v$"?=[D,FIg½y,86̓YN$^Zy}|ʲ?D\6I3ǯ0Fs0ƕn$`qwzɄSI'ĄgWSerb6JaF5ЋT吳V%gI/ƘK3$
H RbQuֲ*IbS³P%>aPUVUEH8J$VOc sawxD
A}R$iDRRPݽE+"l)INU=},KJ+:V7}/DbHܭzNZ^l
/yvȓw?H)U)TG z'S[ .+P֮!$ۙJdx+RFEMa`kv쐙_A9%%4
73!-dP࿌@s^ -=,Tk"P?8hZ