%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
A3_4C_j_1210-2
2015-12-10T14:57:37+09:00
2015-12-10T14:57:37+09:00
2015-12-10T14:57:37+10:00
Adobe Illustrator CS6 (Windows)
172
256
JPEG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=
uuid:135c5927-6841-4e06-8ec6-8618eafe75f5
xmp.did:C605E0E6029FE511A9D0846F7DB1405B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:9b965876-5ec8-45e6-9846-6598fc31cd27
xmp.did:6B340F614D7CE511A3E8E72C43770B40
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6B340F614D7CE511A3E8E72C43770B40
2015-10-27T10:52:28+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:C605E0E6029FE511A9D0846F7DB1405B
2015-12-10T14:57:31+09:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
bfly_R-S31.tif
Print
False
True
1
419.999514
286.999881
Millimeters
Swiss721BT-RomanCondensed
Swis721 Cn BT
Roman
TrueType
mfgpctt-v1.50 Thursday, December 31, 1992 10:34:49 am (EST)
False
TT0009M.TTF
Swiss721BT-BoldCondensed
Swis721 Cn BT
Bold
TrueType
mfgpctt-v1.50 Thursday, December 24, 1992 10:37:15 am (EST)
False
TT0010M.TTF
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 6.88
False
times.ttf
KoburinaGoStd-W3
こぶりなゴシック Std
W3
Open Type
7.10
False
こぶりなゴシック Std W3.otf
KoburinaGoStd-W6
こぶりなゴシック Std
W6
Open Type
7.10
False
こぶりなゴシック Std W6.otf
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Regular.otf
KoburinaGoStd-W1
こぶりなゴシック Std
W1
Open Type
7.10
False
こぶりなゴシック Std W1.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
FOCOLTONE 3417
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
50.000000
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
89.999405
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
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
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
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 1190.55 813.543]/Type/Page>>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 1190.55 813.543]/Type/Page>>
endobj
91 0 obj
<>stream
H|WɎ$KWT᱇KrEJ <$8cDfUM3pGM}?QzZ==>BȏV?m(|O=8V,_$߂\_d=(_owzВq@!Zhz}OTNmfcwZQuJ>)<Ԗ8se\{1*L)nK'6;MQJ5)E]3eĶ͎ۘoisަ?A1dOK!klՖ5p&fK=$ֽL)y
<)d~'\%3D,WcyD txƴ COc9Ń29n,I3\/Sm25W|X;ДrG0EXGQ頵$l@-F@6.T$pRT*;@\.=p)JyZ"dN4O,Y8gxgId9tWnSo3^t0ڈ=BHr߁e|O$A},9+9Q)U!㠒%d O?$$:D#S&cqGY$7(:U>5=EFjs^fdnNn#^9NJ鎸OˌPQ(