%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
お問い合わせシート第1営業部横浜営業所
2017-03-21T09:59:42+09:00
2017-03-21T09:59:42+09:00
2017-03-21T09:59:42+09:00
Adobe Illustrator CC 2017 (Macintosh)
160
256
JPEG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uuid:14ca35f6-44c3-c74e-bb54-119b5c6e1d9e
xmp.did:2f308f49-184c-4f0f-8400-b1a6e80d39a2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:358232ae-4078-452a-9f19-a76c7cf47653
xmp.did:358232ae-4078-452a-9f19-a76c7cf47653
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:57d160f8-ab53-418a-9bf4-fbeca40601fe
2017-03-17T17:48:12+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:2f308f49-184c-4f0f-8400-b1a6e80d39a2
2017-03-21T09:59:39+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
False
1
210.001556
297.000083
Millimeters
FolkPro-Medium
A-OTF フォーク Pro
M
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-FolkPro-Medium.otf
RoGSanSrfStd-Bd
RoG2サンセリフStd
B
Open Type
Version 1.00
False
RoGSanSrfStd-Bd.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
KoburinaGoStdN-W6
こぶりなゴシック StdN
W6
Open Type
Version 8.00
False
こぶりなゴシック StdN W6.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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
21.0.2
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HWي}
x?ג6yAs"" Z7NVdddy?8|w滇yzl^Woޞ~ƕp`yr3twO~<9{7ͽ+O3~r]Caί0?Lo\_[{߰l.SF¯=m%˅y WjɯϹ5y1ۍy Pckq.9"/Ӓ]}$ZSkOj$<䄲<&gzX
Qv6@I~5S zOGS2F0ksa-犷Cq-;U̿8kp]Oުkq.tuoy[^Dz32B@$ƅ;oƽ}?%\yTǝsvx~|oV[-tKw֭