%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R 7 0 R 8 0 R 238 0 R 239 0 R 240 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Print
2021-06-08T17:01:18+09:00
2021-06-08T17:01:18+09:00
2021-06-08T16:26:30+09:00
Adobe Illustrator CC 23.1 (Windows)
256
168
JPEG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uuid:1b7abe8a-f5f7-4f5d-932c-02c7921bbc57
xmp.did:bb00d7fb-6934-2e44-a894-a2f80e333069
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:fb7ab14c-262b-a148-b6ed-9425732917dc
xmp.did:fb7ab14c-262b-a148-b6ed-9425732917dc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c9101dfa-23c6-8347-b8a7-0ec75750bafa
2021-06-02T16:41:55+09:00
Adobe Illustrator CC 23.1 (Windows)
/
saved
xmp.iid:bb00d7fb-6934-2e44-a894-a2f80e333069
2021-06-08T16:26:32+09:00
Adobe Illustrator CC 23.1 (Windows)
/
EmbedByReference
C:\Users\23161\Desktop\ショップ\窯元応援プロジェクト\2021\素材\交流会館\s越前焼窯元展+(5).jpg
0
0
EmbedByReference
C:\Users\higashino\Desktop\2019パンフ\越前焼の館\_DSC3124.JPG
EmbedByReference
C:\Users\23161\Desktop\写真\広報用\越前焼セレクトショップClays.jpg
xmp.did:21dc1770-8cb1-4dd2-951a-2f3d15c084f4
xmp.iid:21dc1770-8cb1-4dd2-951a-2f3d15c084f4
EmbedByReference
C:\Users\23161\Desktop\ショップ\窯元応援プロジェクト\2021\素材\QR交流会館.jpg
0
0
EmbedByReference
C:\Users\23161\Desktop\ショップ\窯元応援プロジェクト\2021\素材\QR越前焼の館.jpg
0
0
EmbedByReference
C:\Users\23161\Desktop\ショップ\窯元応援プロジェクト\2021\素材\QR陶芸館NEW.jpg
0
0
C:\Users\23161\Desktop\ショップ\窯元応援プロジェクト\2021\素材\交流会館\s越前焼窯元展+(5).jpg
0
0
C:\Users\higashino\Desktop\2019パンフ\越前焼の館\_DSC3124.JPG
C:\Users\23161\Desktop\写真\広報用\越前焼セレクトショップClays.jpg
xmp.did:21dc1770-8cb1-4dd2-951a-2f3d15c084f4
xmp.iid:21dc1770-8cb1-4dd2-951a-2f3d15c084f4
C:\Users\23161\Desktop\ショップ\窯元応援プロジェクト\2021\素材\QR交流会館.jpg
0
0
C:\Users\23161\Desktop\ショップ\窯元応援プロジェクト\2021\素材\QR越前焼の館.jpg
0
0
C:\Users\23161\Desktop\ショップ\窯元応援プロジェクト\2021\素材\QR陶芸館NEW.jpg
0
0
Print
False
True
1
210.000000
297.000000
Millimeters
RodinProN-DB
FOT-ロダン ProN
DB
Open Type
Version 2.000 for Adobe Fonts;PS 1;hotconv 16.6.54;makeotf.lib2.5.65590
False
35668
SeuratProN-DB
FOT-スーラ ProN
DB
Open Type
Version 2.000 for Adobe Fonts;PS 1;hotconv 16.6.54;makeotf.lib2.5.65590
False
35669
VDL-PenLetter-Medium
VDL ペンレター
M
Open Type
Version 1.000;PS 1;hotconv 16.6.51;makeotf.lib2.5.65220 DEVELOPMENT
False
46290
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
肌色
PROCESS
100.000000
CMYK
0.000000
20.000000
30.000001
0.000000
C=40 M=15 Y=13 K=0
PROCESS
100.000000
CMYK
40.000001
15.000001
13.000000
0.000000
C=0 M=10 Y=70 K=0
PROCESS
100.000000
CMYK
0.000000
10.000000
69.999999
0.000000
C=0 M=100 Y=85 K=0
PROCESS
100.000000
CMYK
0.000000
100.000000
85.000002
0.000000
C=0 M=20 Y=89 K=0
PROCESS
100.000000
CMYK
0.000000
20.000000
88.999999
0.000000
C=0 M=40 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
40.000001
100.000000
0.000000
C=0 M=50 Y=28 K=0
PROCESS
100.000000
CMYK
0.000000
50.000000
28.000000
0.000000
C=0 M=55 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
55.000001
100.000000
0.000000
C=0 M=59 Y=95 K=0
PROCESS
100.000000
CMYK
0.000000
58.999997
94.999999
0.000000
C=0 M=60 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
60.000002
100.000000
0.000000
C=0 M=60 Y=76 K=0
PROCESS
100.000000
CMYK
0.000000
60.000002
75.999999
0.000000
C=0 M=75 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
75.000000
100.000000
0.000000
C=0 M=83 Y=65 K=0
PROCESS
100.000000
CMYK
0.000000
82.999998
64.999998
0.000000
C=19 M=65 Y=90 K=35
PROCESS
100.000000
CMYK
19.000000
64.999998
89.999998
34.999999
C=20 M=45 Y=85 K=0
PROCESS
100.000000
CMYK
20.000000
44.999999
85.000002
0.000000
C=20 M=55 Y=77 K=0
PROCESS
100.000000
CMYK
20.000000
55.000001
76.999998
0.000000
C=28 M=70 Y=83 K=35
PROCESS
100.000000
CMYK
28.000000
69.999999
82.999998
34.999999
C=28 M=70 Y=83 K=63
PROCESS
100.000000
CMYK
28.000000
69.999999
82.999998
63.000000
C=32 M=66 Y=76 K=45
PROCESS
100.000000
CMYK
31.999999
66.000003
75.999999
44.999999
C=37 M=27 Y=86 K=30
PROCESS
100.000000
CMYK
37.000000
27.000001
86.000001
30.000001
C=40 M=45 Y=50 K=5 1
PROCESS
100.000000
CMYK
40.000001
44.999999
50.000000
5.000000
C=40 M=80 Y=100 K=35
PROCESS
100.000000
CMYK
40.000001
80.000001
100.000000
34.999999
C=46 M=7 Y=83 K=0
PROCESS
100.000000
CMYK
46.000001
7.000000
82.999998
0.000000
C=55 M=30 Y=73 K=0
PROCESS
100.000000
CMYK
55.000001
30.000001
73.000002
0.000000
C=75 M=93 Y=17 K=0
PROCESS
100.000000
CMYK
75.000000
93.000001
17.000000
0.000000
ピンク
PROCESS
100.000000
CMYK
0.000000
100.000000
0.000000
0.000000
水色 2
PROCESS
100.000000
CMYK
100.000000
0.000000
0.000000
0.000000
男の子髪
PROCESS
100.000000
CMYK
40.000001
69.999999
100.000000
50.000000
C=0 M=3 Y=30 K=0
PROCESS
100.000000
CMYK
0.000000
3.000000
30.000001
0.000000
C=35 M=60 Y=80 K=20
PROCESS
100.000000
CMYK
34.999999
60.000002
80.000001
20.000000
C=35 M=60 Y=83 K=35
PROCESS
100.000000
CMYK
34.999999
60.000002
82.999998
34.999999
Новый образец цв 34
PROCESS
100.000000
CMYK
3.405800
2.926700
34.360299
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
C=5 M=78 Y=68 K=0 1
CMYK
PROCESS
4.711986
77.978176
67.611200
0.000000
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 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
10 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
264 0 obj
<>stream
HWێ}W9 {.}{6C!@eG+;j3$3;{ӎfMvuV>uxK^\]͋o笿E-Fֻ'F0/o?y7W}s%+"mٕRbCc>41ay|0%'vIだyH oc$GĶ)6?4Zija6c/`!NJ.{}*smM`'EWrn;ǁۄd3ȱ
L$ٲyW9vOth)
y q+V mSLR6N$v`k;b;]%ffB<}nK&/)Ņ'wMH4)8oqdqIPh;wq.1n4#&tz8^Il0q~.@-Ӧ]lق[%E}j.KRa}JA66gFJ̨)J@rt3xyx4nbjd-Pu3XѸ$dC!">laa%U
D$S]t
8B`5KW\SZIrArho\ֲSHӁV,U[@p7lzܨ@=b*T@pdmcXAS&ˌ+|h}5Ѩ=1̂j`ΣF7
@<&Ab+f+)P 1OV-hk%&8(NYHۭA0hgUK '%e*{I=$)2ǘ}>`!s33ےzu~Xjl.X 5z7֖Ioa|Gy>B`?x#?_kݔa-O C͖*/jEAF)dv6+'cy!쉽9