%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 102 0 R 172 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ズッキーニとアボカドの塩こんぶ和え
2012-07-26T00:40:56+09:00
2012-07-26T00:40:56+09:00
2012-07-06T02:41:01+09:00
Adobe Illustrator CS5
188
256
JPEG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:a9de787f-f63f-1441-bae7-5ce2083a9664
xmp.did:9F6E7548652068118A6DA9B2FE7E7930
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f68b6aa1-5255-2147-89b4-0d6141f9db15
xmp.did:08801174072068118A6DA9B2FE7E7930
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:7488BCF8192068118A6DFFB00DE207BE
2012-04-28T02:13:30+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:1286C806502068118A6DFFB00DE207BE
2012-04-28T02:13:55+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:5F075A48B62068118A6DFFB00DE207BE
2012-04-30T03:16:12+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:01801174072068118C14FFA620EEE2B0
2012-07-04T17:48:11+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:03801174072068118C14FFA620EEE2B0
2012-07-04T18:37:05+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:04801174072068118A6DA9B2FE7E7930
2012-07-06T00:51:41+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:06801174072068118A6DA9B2FE7E7930
2012-07-06T01:15+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:08801174072068118A6DA9B2FE7E7930
2012-07-06T01:34:16+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:9F6E7548652068118A6DA9B2FE7E7930
2012-07-06T02:40:59+09:00
Adobe Illustrator CS5
/
EmbedByReference
/Users/jouhouhyougen/Desktop/c.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 186 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
174 0 obj
<>stream
HtW]I|_H[YU: < ,;li{[츦g2###=)monio[:^me,ˇioHO-_eacn>