%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Print
2017-06-28T19:40:02+09:00
2017-06-28T19:40:02+09:00
2017-06-28T17:24:55+09:00
Adobe Illustrator CS6 (Windows)
240
256
JPEG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=
uuid:412a6d6c-a499-444f-9c0a-ea972303ee1c
xmp.did:FF71DA43DB5BE711AE7CFEE913551428
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b92fb5fa-b1b6-4e65-a769-1dbd4c14a2de
xmp.did:7AB94ED26CA8E511AE89CB95A14E7B4C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7AB94ED26CA8E511AE89CB95A14E7B4C
2015-12-22T14:28:24+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:FF71DA43DB5BE711AE7CFEE913551428
2017-06-28T17:24:55+09:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
\\LS-QVLC27\I-HoP\Seminar\Transferable Skills Seminar 20170727-28 - Seven Habits\from Franklin Covey\7Habits_Paperback_Cover_3D_cmyk _01.png
EmbedByReference
\\LS-HOP-QVLE0E\I-HoP\Other\Picture, Video\Logo\I-HoP3.png
EmbedByReference
C:\Users\mtakagi\Desktop\Desktop\illustrator sozai\48731ddf3ec0678354b7d6c4d8b933b7_m.jpg
Print
False
True
1
296.999959
419.999514
Millimeters
BaskOldFace
Baskerville Old Face
Regular
Open Type
Version 1.51
False
BASKVILL.TTF
EngraversMT
Engravers MT
Regular
Open Type
Version 1.60
False
ENGR.TTF
MicrosoftNewTaiLue-Bold
Microsoft New Tai Lue
Bold
Open Type
Version 5.98
False
ntailub.ttf
MicrosoftPhagsPa-Bold
Microsoft PhagsPa
Bold
Open Type
Version 5.99
False
phagspab.ttf
MicrosoftSansSerif
Microsoft Sans Serif
Regular
Open Type
Version 6.96
False
micross.ttf
MicrosoftTaiLe
Microsoft Tai Le
Regular
Open Type
Version 5.98
False
taile.ttf
MicrosoftNewTaiLue
Microsoft New Tai Lue
Regular
Open Type
Version 5.98
False
ntailu.ttf
MicrosoftPhagsPa
Microsoft PhagsPa
Regular
Open Type
Version 5.99
False
phagspa.ttf
KozGoPr6N-Bold
小塚ゴシック Pr6N
B
Open Type
Version 6.016;PS 6.007;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Bold.otf
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.016;PS 6.007;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
KozGoPr6N-Medium
小塚ゴシック Pr6N
M
Open Type
Version 6.016;PS 6.007;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Medium.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
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
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
日の出
1
C=3 M=54 Y=81 K=0
CMYK
PROCESS
2.509999
54.369999
81.019997
0.000000
C=2 M=36 Y=61 K=0
CMYK
PROCESS
2.170002
36.409996
60.910000
0.239998
C=2 M=23 Y=53 K=0
CMYK
PROCESS
2.469999
22.910000
53.319996
0.070000
C=2 M=12 Y=49 K=0
CMYK
PROCESS
2.490002
12.000000
48.549999
0.000000
C=55 M=77 Y=32 K=0
CMYK
PROCESS
55.000000
77.000000
31.919998
0.000000
C=41 M=57 Y=27 K=0
CMYK
PROCESS
40.569996
57.370003
26.749998
0.000000
C=22 M=34 Y=18 K=0
CMYK
PROCESS
22.000004
34.000004
18.000000
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[8.50389 8.50391 850.394 1199.05]/Type/Page>>
endobj
65 0 obj
<>stream
HWˎ$W>4|_ ga~چwD$gwlTYd2322/ˏ|Zl35͇wŬ߾LJ?]~}>ӯ㫿]|-V{-owo.Qoh4ӎӴR֏Zj+-wI5r]MOv7da\Rr*/V5~HV0>WAX삣Vhx`O5U7rR~=
*WϸfKaV`VS:
Yq-2aX9
Lv>㒥4exXSns0k6RqKJSA=uZ-R
}czq>,وO2Fы~Ā'=wgn%UggyPzzɘ#a#BW|XGNY*w882uNTED\N`-LPkUl8膅 L1)cy". LZ/?D{6w31߅*ucH^-mF+9@lrwY 6"11 ̏%&8^N'Z ug;6g6#uys܆}G
;kyi9[af-|