%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 94 0 R 179 0 R 251 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
キャベツとたらのスープ煮
2012-07-26T00:45:32+09:00
2012-07-26T00:45:32+09:00
2012-07-06T00:32:50+09:00
Adobe Illustrator CS5
188
256
JPEG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uuid:19add7ca-b712-3540-bc15-8f9ffad8153d
xmp.did:03801174072068118A6DA9B2FE7E7930
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:2a92a4c4-04fa-1f46-999f-0683b41ba35b
xmp.did:7AFC833CBE2068118A6DFFB00DE207BE
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:69850CBD5320681188C693B24208E90F
2012-04-25T10:48:28+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:F77F117407206811871FD978F27F3277
2012-04-25T15:17:55+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:6A88BCF8192068118A6DFFB00DE207BE
2012-04-25T18:48:26+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:6B88BCF8192068118A6DFFB00DE207BE
2012-04-25T18:48:53+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:6C88BCF8192068118A6DFFB00DE207BE
2012-04-25T18:50:14+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:02801174072068118083F6046D5532C3
2012-04-26T18:42:23+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:FF326B11782068118A6DFFB00DE207BE
2012-04-29T15:44:15+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:00336B11782068118A6DFFB00DE207BE
2012-04-29T15:44:35+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:79FC833CBE2068118A6DFFB00DE207BE
2012-04-30T04:04:56+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:7AFC833CBE2068118A6DFFB00DE207BE
2012-04-30T04:06:35+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:03801174072068118A6DA9B2FE7E7930
2012-07-06T00:32:50+09:00
Adobe Illustrator CS5
/
EmbedByReference
/Users/jouhouhyougen/Desktop/j.jpg
Print
False
True
1
210.001652
296.999959
Millimeters
KozGoPro-Regular
小塚ゴシック Pro
R
Open Type
Version 4.005;PS 4.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozGoPro-Regular.otf
KozGoPro-Medium
小塚ゴシック Pro
M
Open Type
Version 4.005;PS 4.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozGoPro-Medium.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
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
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
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
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
9.999103
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
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 265 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
253 0 obj
<>stream
Hė[$WԳak^0U cl=a8ݳg