%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
期間限定ホワイトニングキャンペーン
2012-12-04T23:23:23+09:00
2012-12-04T23:23:23+09:00
2012-12-04T23:23:23+10:00
Adobe Illustrator CS5.1
256
148
JPEG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uuid:6b70487c-5b34-494d-b3ab-fb7b580b77dc
xmp.did:ACE0B9251E3EE21190BEB220A3660FE1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1ea9507a-a6f8-4d48-b642-952634a287f0
xmp.did:7D1C68D3853CE2119389B61C3F81CC0A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7D1C68D3853CE2119389B61C3F81CC0A
2012-12-02T22:40:24+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:ACE0B9251E3EE21190BEB220A3660FE1
2012-12-04T23:23:17+09:00
Adobe Illustrator CS5.1
/
EmbedByReference
C:\Users\nitta\Pictures\フリー画像\l1_039_14_20120801_23.jpg
Print
False
False
1
296.999959
210.001652
Millimeters
KozMinPro-Regular
小塚明朝 Pro
R
Open Type
Version 4.005;PS 4.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozMinPro-Regular.otf
KozMinPr6N-Heavy
小塚明朝 Pr6N
H
Open Type
Version 6.008;PS 6.002;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozMinPr6N-Heavy.otf
KozGoPro-Heavy
小塚ゴシック Pro
H
Open Type
Version 4.005;PS 4.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozGoPro-Heavy.otf
KozGoPro-Bold
小塚ゴシック Pro
B
Open Type
Version 4.005;PS 4.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozGoPro-Bold.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
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
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 26 0 R/TrimBox[8.50389 8.50391 850.394 603.784]/Type/Page>>
endobj
11 0 obj
<>stream
Hۊ%E+NuF4c
Xo4#Ӷgd"@4tUz?ٿ;}#`V_|??l9#&)&y^5Kehi{ٿ>l,|vIۺ!>eO(Nf7==lӆ H"ߒK5Jvo݆#X}!D,]!y}h=rmbV?
4!Y9ϺMɬ9MN+l7]n$n