%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R 59 0 R 87 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
dumbwaiter-compact-type-dimensions
2019-10-21T14:57:11+09:00
2019-10-21T14:57:11+09:00
2016-02-01T16:24:47+10:00
Adobe Illustrator CS6 (Windows)
256
184
JPEG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uuid:f8a7b54c-ed65-41d0-a0ce-062b26213e73
xmp.did:A9FB8282B0C8E511A329F1D7E7EB8872
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:A8FB8282B0C8E511A329F1D7E7EB8872
xmp.did:A8FB8282B0C8E511A329F1D7E7EB8872
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:A7FB8282B0C8E511A329F1D7E7EB8872
2016-02-01T16:23:48+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:A9FB8282B0C8E511A329F1D7E7EB8872
2016-02-01T16:24:45+09:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\yanagi\Desktop\名称未設定-1(OL).pdf
xmp.did:0698d37c-ca43-e646-9447-670a9b0be1f0
uuid:3df4c008-9719-4160-9e4f-bbd7f9f0fbbd
C:\Users\yanagi\Desktop\名称未設定-1(OL).pdf
xmp.did:0698d37c-ca43-e646-9447-670a9b0be1f0
uuid:3df4c008-9719-4160-9e4f-bbd7f9f0fbbd
Print
False
False
1
296.999935
210.001661
Millimeters
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 10.01
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/Properties<>>>/Thumb 92 0 R/TrimBox[8.50389 8.50389 850.393 603.784]/Type/Page>>
endobj
89 0 obj
<>stream
HtWˎ$
WT$Rg11PʪtW0~_O~-l-/G[CWmi߾cۗ{mT&!]lvqVP4oi\2q0I6v]R&RP
e{;"sфiW-w |"ҽǶ<Žjv cWߥu~ڡyZ=!;):~)_U6U#B%Լk7~tW˄o$iB