%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
raita20180705_m
2018-07-05T20:35:50+09:00
2018-07-05T20:35:50+09:00
2018-07-05T20:35:50+09:00
Adobe Illustrator CC 22.1 (Macintosh)
256
188
JPEG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uuid:2a15c237-c729-e84a-8ac3-29e8f4e71a4c
xmp.did:ef5ad495-f043-4bf3-b966-7f10eae90362
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:279a6d0c-1390-45e5-a9df-e55be80d6203
xmp.did:279a6d0c-1390-45e5-a9df-e55be80d6203
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F77F117407206811822A941A237F4649
2013-04-23T12:43:09+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:ef5ad495-f043-4bf3-b966-7f10eae90362
2018-07-05T20:35:44+09:00
Adobe Illustrator CC 22.1 (Macintosh)
/
EmbedByReference
/Users/kidokoichiro/Dropbox (kaleidosxope)/0_DIVINE/composite_latest/raita/20160622/model/4-4.tiff
xmp.did:e4b06dc3-d57a-45db-a31b-ece29fcf9537
xmp.iid:257088DD07206811822A817667DA9BDB
EmbedByReference
/Users/kidokoichiro/Dropbox (kaleidosxope)/0_DIVINE/composite_latest/raita/20160622/model/4-3.jpeg
adobe:docid:photoshop:630527e4-e60c-1178-9893-df6b7cf181f5
xmp.iid:1b365527-6cc8-4d6d-b4bd-d1e0bb92c4d4
EmbedByReference
/Users/kidokoichiro/Dropbox (kaleidosxope)/0_DIVINE/composite_latest/raita/20160622/model/4-2.tif
xmp.did:77da758b-0cb8-49c9-b15a-e21ffb08fcae
xmp.iid:4A80E14408206811822A817667DA9BDB
EmbedByReference
/Users/kidokoichiro/Dropbox (kaleidosxope)/0_DIVINE/composite_latest/raita/20160622/model/4-1.JPG
0
0
/Users/kidokoichiro/Dropbox (kaleidosxope)/0_DIVINE/composite_latest/raita/20160622/model/4-4.tiff
xmp.did:e4b06dc3-d57a-45db-a31b-ece29fcf9537
xmp.iid:257088DD07206811822A817667DA9BDB
/Users/kidokoichiro/Dropbox (kaleidosxope)/0_DIVINE/composite_latest/raita/20160622/model/4-3.jpeg
adobe:docid:photoshop:630527e4-e60c-1178-9893-df6b7cf181f5
xmp.iid:1b365527-6cc8-4d6d-b4bd-d1e0bb92c4d4
/Users/kidokoichiro/Dropbox (kaleidosxope)/0_DIVINE/composite_latest/raita/20160622/model/4-2.tif
xmp.did:77da758b-0cb8-49c9-b15a-e21ffb08fcae
xmp.iid:4A80E14408206811822A817667DA9BDB
/Users/kidokoichiro/Dropbox (kaleidosxope)/0_DIVINE/composite_latest/raita/20160622/model/4-1.JPG
0
0
Print
False
True
1
296.999977
210.001661
Millimeters
Baskerville
Baskerville
Regular
TrueType
13.0d1e10
False
Baskerville.ttc
FuturaBT-Book
Futura BT
Book
TrueType
spoyal2tt v1.25
False
TT Futura Bk BT
RyuminPro-Regular
A-OTF リュウミン Pro
R-KL
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-RyuminPro-Regular.otf
HiraKakuPro-W3
ヒラギノ角ゴ Pro
W3
Open Type
13.0d2e7
False
ヒラギノ角ゴシック W3.ttc
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
9 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[8.50389 8.50389 850.394 603.784]/Type/Page>>
endobj
10 0 obj
<>stream
HW[o
~?b~1{]4EEQXN#G:6@!C~H^'uը0CgJTVEB
EӅdˮV}<\_szzRw_L%v9uo+IՌFX$.
&}8Mk;ۦ\ a%׳ĂrtNa.y