%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
石本正素描展「花をみつめて」
2019-04-27T13:39:29+09:00
2019-04-27T13:39:29+09:00
2019-04-27T13:39:29+10:00
Adobe Illustrator CS5.1
256
176
JPEG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=
uuid:f72ac687-8e65-4c48-82aa-9f26cb8caf6f
xmp.did:44DDE5E29068E911AA8D87C3EA5D0E02
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:42DDE5E29068E911AA8D87C3EA5D0E02
xmp.did:42DDE5E29068E911AA8D87C3EA5D0E02
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:034D12CB0FDCE81199ADA914A51946CA
2018-10-30T15:48:22+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:527F6B243F07E9118BEADC0E4E09B4C4
2018-12-24T14:45:38+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:594A9EFD8952E9119F1A834131AA0808
2019-03-30T10:20:23+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:42DDE5E29068E911AA8D87C3EA5D0E02
2019-04-27T13:36:51+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:44DDE5E29068E911AA8D87C3EA5D0E02
2019-04-27T13:39:24+09:00
Adobe Illustrator CS5.1
/
EmbedByReference
\\Nas\landisk\作品写真\2 印刷用(トリミング・色調補正済)\00218「天王の牡丹」.jpg
EmbedByReference
\\Nas\landisk\作品写真\2 印刷用(トリミング・色調補正済)\01771「舞妓姉妹」.jpg
EmbedByReference
\\Nas\landisk\作品写真\2 印刷用(トリミング・色調補正済)\00526「横臥舞妓」.jpg
EmbedByReference
\\Nas\landisk\企画展示\2019.3.26~石本正作品選1\作品目録\00919「馬」.jpg
EmbedByReference
\\Nas\landisk\企画展示\2019.3.26~石本正作品選1\作品目録\00832罌粟.jpg
Print
False
False
1
210.001652
296.999959
Millimeters
KozMinPro-Light
小塚明朝 Pro
L
Open Type
Version 4.005;PS 4.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozMinPro-Light.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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
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
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
C=40 M=60 Y=30 K=15 1
CMYK
PROCESS
39.999998
60.000002
30.000001
14.999998
C=65 M=15 Y=75 K=0
PROCESS
100.000000
CMYK
64.999998
14.999999
75.000000
0.000000
グレースケール
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
ビビッド
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>>>/XObject<>>>/Thumb 10 0 R/TrimBox[8.50391 8.50391 603.784 850.394]/Type/Page>>
endobj
7 0 obj
<>stream
HWmo7~BXDQC8ivM7t>sҤq(;EJO;PT4WXsuCO@=Ь;8=Q/=#'XPF -rTMrZhDY?:տk~_m`z][;