%PDF-1.5
%
1 0 obj
<>/OCGs[20 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
pamph_bcp
2017-05-15T09:04:30+09:00
2017-05-15T09:04:30+09:00
2017-05-15T09:04:29+10:00
Adobe Illustrator CS6 (Windows)
256
176
JPEG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:d558c6d5-ea26-4c24-aceb-61c84362944c
xmp.did:91026F030239E71190F4E114B985DA72
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:214d99ff-78cb-48a0-955d-2168313674a0
xmp.did:8E056F97A899E611B78FA72B9726CA5B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8E056F97A899E611B78FA72B9726CA5B
2016-10-24T14:13:25+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:91026F030239E71190F4E114B985DA72
2017-05-15T09:04:06+09:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\DIY STYLE\Dropbox (DIYSTYLE)\足立データ\●ゆうさいくんの籠城シート関連\BCPパック\パンフレット\pic_img.eps
EmbedByReference
C:\Users\DIY STYLE\Dropbox (DIYSTYLE)\足立データ\●ゆうさいくんの籠城シート関連\BCPパック\パンフレット\pic_pac1.eps
EmbedByReference
C:\Users\DIY STYLE\Dropbox (DIYSTYLE)\足立データ\●ゆうさいくんの籠城シート関連\BCPパック\パンフレット\pic_whistle.eps
EmbedByReference
C:\Users\DIY STYLE\Dropbox (DIYSTYLE)\足立データ\●ゆうさいくんの籠城シート関連\BCPパック\パンフレット\pic_label.eps
EmbedByReference
C:\Users\DIY STYLE\Dropbox (DIYSTYLE)\足立データ\●ゆうさいくんの籠城シート関連\BCPパック\パンフレット\pic_band2.eps
EmbedByReference
C:\Users\DIY STYLE\Dropbox (DIYSTYLE)\足立データ\●ゆうさいくんの籠城シート関連\BCPパック\パンフレット\pic_band.eps
EmbedByReference
C:\Users\DIY STYLE\Dropbox (DIYSTYLE)\足立データ\●ゆうさいくんの籠城シート関連\BCPパック\パンフレット\pic_seat.eps
EmbedByReference
C:\Users\DIY STYLE\Dropbox (DIYSTYLE)\足立データ\●ゆうさいくんの籠城シート関連\BCPパック\パンフレット\pic_pac3.eps
EmbedByReference
C:\Users\DIY STYLE\Dropbox (DIYSTYLE)\足立データ\●ゆうさいくんの籠城シート関連\BCPパック\パンフレット\pic_pac4.eps
EmbedByReference
C:\Users\DIY STYLE\Dropbox (DIYSTYLE)\足立データ\●ゆうさいくんの籠城シート関連\BCPパック\パンフレット\pic_pac2.eps
Print
True
True
1
210.001652
296.999959
Millimeters
Brussels-Demi
Brussels
Demi
TrueType
Version 3.2
False
BRBRUBS0.TTF
GothicMB101Pro-Regular
A-OTF ゴシックMB101 Pro
R
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-GothicMB101Pro-Reg_1.otf
GothicMB101Pro-DeBold
A-OTF ゴシックMB101 Pro
DB
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-GothicMB101Pro-DeBold_1.otf
RyuminPro-Heavy
A-OTF リュウミン Pro
H-KL
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-RyuminPro-Heavy_0.otf
ShinGoPro-Light
A-OTF 新ゴ Pro
L
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-ShinGoPro-Light.otf
ShinGoPro-Regular
A-OTF 新ゴ Pro
R
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-ShinGoPro-Regular.otf
ShinGoPro-Medium
A-OTF 新ゴ Pro
M
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-ShinGoPro-Medium.otf
ShinGoPro-DeBold
A-OTF 新ゴ Pro
DB
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-ShinGoPro-DeBold.otf
ShinGoPro-Bold
A-OTF 新ゴ Pro
B
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-ShinGoPro-Bold.otf
HuiFont
ふい字
Regular
TrueType
v2.9
False
HuiFont29.ttf
Meiryo
メイリオ
レギュラー
TrueType
Version 6.02
False
meiryo.ttc
Meiryo-Bold
メイリオ
ボールド
TrueType
Version 6.02
False
meiryob.ttc
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
[レジストレーション]
CMYK
PROCESS
100.000000
100.000000
100.000000
100.000000
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
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
C=0 M=0 Y=0 K=75 1
CMYK
PROCESS
0.000000
0.000000
0.000000
75.000000
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
endstream
endobj
3 0 obj
<>
endobj
22 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 44 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
23 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 82 0 R/TrimBox[8.50391 8.50391 603.784 850.394]/Type/Page>>
endobj
45 0 obj
<>stream
HWm$>?F[z`YiCB-ClΎs6TIݳ%s+SoO6vw.R]F}[xzyo*u>}?7O^QO;-tVyYTdE'"