%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 49 0 R 91 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
FL-CC5024A-2M
2013-09-25T19:11:35+09:00
2013-09-25T19:11:35+09:00
2013-09-12T16:51:16+09:00
Adobe Illustrator CS6 (Macintosh)
256
180
JPEG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uuid:71e95180-6d14-9a4e-b8dc-36db5177fdcf
xmp.did:06801174072068118083812C934C3C86
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:05801174072068118083812C934C3C86
xmp.did:05801174072068118083812C934C3C86
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118083917F828B08B3
2012-11-05T15:50:53+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:06801174072068118083812C934C3C86
2013-09-12T16:51:14+09:00
Adobe Illustrator CS6 (Macintosh)
/
Print
True
False
1
595.280273
841.889648
Pixels
Helvetica
Helvetica
Regular
TrueType
8.0d3e1
False
Helvetica.dfont
Helvetica-Bold
Helvetica
Bold
TrueType
8.0d3e1
False
Helvetica.dfont
HiraKakuPro-W3
ヒラギノ角ゴ Pro
W3
Open Type
7.11
False
ヒラギノ角ゴ Pro W3.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 10.01
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 97 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
93 0 obj
<>stream
HWn
W4r*Ճ,y$G(Y9$ȗ]d