%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
foodcrime
2014-10-14T15:40:25+09:00
2014-10-14T15:40:25+09:00
2014-10-14T15:40:25+09:00
Adobe Illustrator CS6 (Windows)
200
256
JPEG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uuid:aeb6bfb7-eb81-4f54-8dd0-6d0fe0dc1af7
xmp.did:71F0ACF86A53E411BB59DB36744DB159
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:70F0ACF86A53E411BB59DB36744DB159
xmp.did:70F0ACF86A53E411BB59DB36744DB159
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:E1D52CA83EA3E211BB6BCEC77C48406D
2013-04-12T16:00:27+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:71F0ACF86A53E411BB59DB36744DB159
2014-10-14T15:40:21+09:00
Adobe Illustrator CS6 (Windows)
/
Print
False
False
1
210.001652
296.999959
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
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
トレース 1
PROCESS
100.000000
CMYK
28.741899
96.032602
50.099897
0.000000
トレース 2
PROCESS
100.000000
CMYK
24.097000
80.675995
53.108996
0.000000
トレース 3
PROCESS
100.000000
CMYK
27.325901
93.728501
80.657703
0.067100
トレース 4
PROCESS
100.000000
CMYK
34.994999
100.000000
95.049995
1.596100
トレース 5
PROCESS
100.000000
CMYK
28.989100
99.526995
89.877200
0.207500
トレース 6
PROCESS
100.000000
CMYK
26.038000
98.898298
83.199799
0.000000
トレース 7
PROCESS
100.000000
CMYK
28.891400
98.919702
73.098302
0.106800
トレース 8
PROCESS
100.000000
CMYK
42.728299
98.886102
85.940301
8.749500
トレース 9
PROCESS
100.000000
CMYK
34.579998
90.954399
92.794698
1.074200
トレース 10
PROCESS
100.000000
CMYK
50.771302
98.513800
77.352601
23.907800
トレース 11
PROCESS
100.000000
CMYK
46.613300
99.584901
68.416899
9.677300
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
89.999402
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
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
10.000002
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 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
6 0 obj
<>stream
HlWˎ$IWtN/?yV<翿o|?~=a'6Zw#sˑ 5$[