%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2016_0802_shima_ho
2017-05-07T15:23:27+09:00
2017-05-07T15:23:27+09:00
2017-05-07T15:23:27+09:00
Adobe Illustrator CC 2017 (Macintosh)
180
256
JPEG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==
uuid:0acef3f3-8f66-6949-9088-468cc0be3bf2
xmp.did:74b61d9d-fca9-4909-aaa7-c6accc8bd1b1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:4b2185b5-fc5e-0949-9ffa-fff621429aa2
xmp.did:3b5e6170-3b13-4864-bb9d-1aef244833b4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:a4849f75-0555-4759-94cc-49fbf44d2a1b
2016-06-15T18:53:18+09:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:74b61d9d-fca9-4909-aaa7-c6accc8bd1b1
2017-05-07T15:23:22+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
True
1
210.001556
297.000083
Millimeters
Helvetica-BoldOblique
Helvetica
Bold Oblique
TrueType
10.0d4e1
False
Helvetica.dfont
AxisStd-Light
AXIS Std
L
Open Type
Version 1.111;PS 1;Core 1.0.35;makeotf.lib1.5.4750
False
AxisStd-Light.otf
AxisStd-Regular
AXIS Std
R
Open Type
Version 1.111;PS 1;Core 1.0.35;makeotf.lib1.5.4750
False
AxisStd-Regular.otf
AxisStd-Medium
AXIS Std
M
Open Type
Version 1.111;PS 1;Core 1.0.35;makeotf.lib1.5.4750
False
AxisStd-Medium.otf
AxisStd-Bold
AXIS Std
B
Open Type
Version 1.111;PS 1;Core 1.0.35;makeotf.lib1.5.4750
False
AxisStd-Bold.otf
AxisStd-Heavy
AXIS Std
H
Open Type
Version 1.111;PS 1;Core 1.0.35;makeotf.lib1.5.4750
False
AxisStd-Heavy.otf
HiraMinProN-W6
ヒラギノ明朝 ProN
W6
Open Type
11.0d2e1
False
ヒラギノ明朝 ProN W6.ttc
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
14 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 19 0 R/TrimBox[8.50389 8.50389 603.784 850.394]/Type/Page>>
endobj
15 0 obj
<>stream
H|Wݎ;؍n$ .F@ x&QknwWW??o~~V}X}k_>rW?Ꮯ}/o}ݟZj}gٯu}_o/嵔q?=@m }nk'su=y\WOiy(#>uT^Z{'ᐚ6yfkZUWFOhX9{uV]8iZGQ]Bs΄fua,2{5 pai8*w@1-ůCkqml.'o m`G q+g h_n
)noeX6t|sOAj|y."v_ÑqLk2;ct|7ȅy :+[p\Yt1t+ i.:Ě(k\S5*GN>vӳ2H(Cw{<\1SV; -k(wR4RM+6ExV<\oA:}l)PBQOMrEÂ]_ Y}Y/ '/ɛpźn涶W[y0rjdp{-l 3@7͘RrE