%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
G04_operation
2012-06-20T10:32:21+09:00
2012-06-20T10:32:21+09:00
2012-06-20T10:32:21+09:00
Adobe Illustrator CS5
172
256
JPEG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uuid:e7030f25-a656-4bbe-b9e8-07c1ccfc9a31
xmp.did:2695EE5B77BAE111B4F4E2849BB3E630
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:8c6b5a11-c30c-463d-8b48-96a6cc22f7ad
xmp.did:2F0FFCE768B0E111981CF39F8DA53A97
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:3F83793C03F9DF1197A5D8758D0DA046
2010-11-26T11:16:53+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:2F0FFCE768B0E111981CF39F8DA53A97
2012-06-07T15:20:41+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:2695EE5B77BAE111B4F4E2849BB3E630
2012-06-20T10:32:14+09:00
Adobe Illustrator CS5
/
EmbedByReference
C:\Documents and Settings\meguro\デスクトップ\meguro_etc\デザイン\g04.trinity\g04_pamph\第一版\GPS_logger.psd
EmbedByReference
C:\Documents and Settings\meguro\デスクトップ\meguro_etc\デザイン\g04.trinity\操作方法\nFnd.psd
EmbedByReference
ゴルフボール2.jpg
EmbedByReference
C:\Documents and Settings\meguro\デスクトップ\meguro_etc\デザイン\g04.trinity\操作方法\loger0.psd
Print
False
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
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
<>/ProcSet[/PDF/ImageC]/Properties<>>>/XObject<>>>/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
6 0 obj
<>stream
HWnl
WA bEց1` dOUQ:ݶ/&)Eҗ??v|w/[:~mg=aϖ4rMio_nlv
~Sǯiُ\98^i#͏~ӤcyNG,s/#~Sc~檙~>^ΌKt ϧZql|*c}u]!
_
_ӭ-PbzN)u>la;[o&ᝯ{$8
;N~_xRe ouK={Wo DxKovtL0C> Ntqa4i tX-
0Κ
磞[xk'Kϲy
_= !0tq^"p lY0W_WuvĿ.=75Q7d`t>w/F,d[ܹ֚, }~ůF3פ9C2DER("2
"Id^}%³&| G7|ý'3OE,cRXUeV_9[{Hax3#nꩀ$