%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2月
2017-12-29T17:52:23+09:00
2017-12-29T17:52:23+09:00
2017-12-29T17:52:23+09:00
Adobe Illustrator CC 2017 (Macintosh)
188
256
JPEG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uuid:22862d26-9c16-c648-b588-8fdbd4cd5b91
xmp.did:ba3054fb-aaf8-404d-8079-7ec5b4be5aab
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1e76dbf8-a651-0f4f-89da-10c89bf8bf4a
xmp.did:0c9fac72-5b88-4be5-8ebc-c1f7919a6d52
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:97cd2450-a258-43e1-9f20-e26a39244514
2016-10-07T21:55:19+09:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:ba3054fb-aaf8-404d-8079-7ec5b4be5aab
2017-12-29T17:52:23+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/akitokokubo/Desktop/2月例会/佐井 .psd
adobe:docid:photoshop:3e960578-2c0a-117b-882b-9a522c8be8b9
xmp.iid:fa447792-a259-4888-b8a4-215778fd0c1d
/Users/akitokokubo/Desktop/2月例会/佐井 .psd
adobe:docid:photoshop:3e960578-2c0a-117b-882b-9a522c8be8b9
xmp.iid:fa447792-a259-4888-b8a4-215778fd0c1d
Print
False
True
1
210.001556
297.000083
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=70 M=30 Y=0 K=0
PROCESS
100.000000
CMYK
69.999999
30.000001
0.000000
0.000000
PANTONE 377 M
SPOT
100.000000
CMYK
44.999999
0.000000
100.000000
23.999999
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
21.0.2
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
10 0 obj
<>stream
HlWˎWt
$څa{2dɪi 0|g/>?|.i[˖>}I?s:>sZ{e>˗ܪMJ,y+m`I璿m¢R>j\]zλ2}pќs>7mSʶ>_9m?~iiO^$]i^Boz^oy?qd 8o|occ;r8"m/C}̭Ͷخ.t:,Pۖal=0WGS? vYAņkvs}9z֦m$yGpI>$"|0
K0)8xߨ$3v{;J