%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
remotecontrol_operations
2011-05-06T18:00:27+09:00
2011-05-06T18:00:27+09:00
2011-05-06T18:00:27+10:00
Adobe Illustrator CS5
184
256
JPEG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uuid:aec2cded-6da1-4f03-9387-e342dd180245
xmp.did:B2E7B93ABF77E01199F1A3D474984D64
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:9abb7bf3-e43c-475f-8501-64a7c041eca8
xmp.did:D4FCD27C8477E0119EE2D64F9BB334AB
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:D4FCD27C8477E0119EE2D64F9BB334AB
2011-05-06T14:09:40+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:B2E7B93ABF77E01199F1A3D474984D64
2011-05-06T18:00:02+09:00
Adobe Illustrator CS5
/
EmbedByReference
C:\Documents and Settings\Bunbun\My Documents\テレビ関係書類\取付方法\ピタッとアーム取り付け説明書\pita3.bmp
EmbedByReference
C:\Documents and Settings\Bunbun\My Documents\テレビ関係書類\取付方法\ピタッとアーム取り付け説明書\pita5.bmp
EmbedByReference
C:\Documents and Settings\Bunbun\デスクトップ\書類まとめ\フレキシブルアーム原稿\横-最伸300.psd
EmbedByReference
C:\Documents and Settings\Bunbun\デスクトップ\書類まとめ\フレキシブルアーム原稿\横-最縮300.psd
Print
True
True
1
210.001652
296.999959
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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
[Registration]
PROCESS
100.000000
CMYK
100.000000
100.000000
100.000000
100.000000
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>>>/Shading<>/XObject<>>>/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
6 0 obj
<>stream
HWɎ]
ݿk}Hָ
YAR)}nMwh=uwlu"p_nf%ӊ~=鯷_1˟us`i >)ZyRt˧_nof.1PpO߁Eq)'?TۗqZl0QH^-?><~+?_/S~|#=NjI^}7.S7mԾ8Bk/ەer1_BNlj;I;Is|Ww;,/-fe/Hoʸ<-x695hZMXKrH