%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
kanade20170205
2017-02-05T15:58:09+09:00
2017-02-05T15:58:09+09:00
2017-02-05T15:58:09+09:00
Adobe Illustrator CC 2017 (Macintosh)
256
180
JPEG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uuid:f293c846-27d6-6e49-9a54-bc092c0a9c8b
xmp.did:f7bdc28b-8c2f-46bb-b5bd-6ac0ac498d1c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:69a572ae-264e-418d-980b-74a4ed5ed332
xmp.did:69a572ae-264e-418d-980b-74a4ed5ed332
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F77F117407206811822A941A237F4649
2013-04-23T12:43:09+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:f7bdc28b-8c2f-46bb-b5bd-6ac0ac498d1c
2017-02-05T15:58:03+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/koichirokido/Dropbox (kaleidosxope)/0_DIVINE/composite_latest/kanade/20170205/4-1.TIF
xmp.did:e2dedeca-892c-464b-a4d8-e6b306babc87
xmp.iid:e2dedeca-892c-464b-a4d8-e6b306babc87
EmbedByReference
/Users/koichirokido/Dropbox (kaleidosxope)/0_DIVINE/composite_latest/kanade/20170205/4-4.TIF
xmp.did:4f5b1e30-5394-4c8d-8292-b9c822aef957
xmp.iid:4f5b1e30-5394-4c8d-8292-b9c822aef957
EmbedByReference
/Users/koichirokido/Dropbox (kaleidosxope)/0_DIVINE/composite_latest/kanade/20170205/4-3.jpg
0
0
EmbedByReference
/Users/koichirokido/Dropbox (kaleidosxope)/0_DIVINE/composite_latest/kanade/20170205/4-2.TIF
xmp.did:09ec3b1c-fcf5-46ef-8412-ca895c1ae49c
xmp.iid:09ec3b1c-fcf5-46ef-8412-ca895c1ae49c
/Users/koichirokido/Dropbox (kaleidosxope)/0_DIVINE/composite_latest/kanade/20170205/4-1.TIF
xmp.did:e2dedeca-892c-464b-a4d8-e6b306babc87
xmp.iid:e2dedeca-892c-464b-a4d8-e6b306babc87
/Users/koichirokido/Dropbox (kaleidosxope)/0_DIVINE/composite_latest/kanade/20170205/4-4.TIF
xmp.did:4f5b1e30-5394-4c8d-8292-b9c822aef957
xmp.iid:4f5b1e30-5394-4c8d-8292-b9c822aef957
/Users/koichirokido/Dropbox (kaleidosxope)/0_DIVINE/composite_latest/kanade/20170205/4-3.jpg
0
0
/Users/koichirokido/Dropbox (kaleidosxope)/0_DIVINE/composite_latest/kanade/20170205/4-2.TIF
xmp.did:09ec3b1c-fcf5-46ef-8412-ca895c1ae49c
xmp.iid:09ec3b1c-fcf5-46ef-8412-ca895c1ae49c
Print
False
True
1
296.999977
210.001661
Millimeters
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
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
Baskerville
Baskerville
Regular
TrueType
12.0d2e3
False
Baskerville.ttc
FuturaBT-Book
Futura BT
Book
TrueType
spoyal2tt v1.25
False
TT Futura Bk BT
HiraKakuPro-W3
ヒラギノ角ゴ Pro
W3
Open Type
11.0d7e4
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
10 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[8.50389 8.50389 850.394 603.784]/Type/Page>>
endobj
11 0 obj
<>stream
HWi>G0{H>9 VkKJdB}+=
,bu:x\}P'Oύ:8WΩ(_6(+[6W`ŵzcC֮T|P]ѫQ)
G
jr7F]7zmuuh֧,:slS0k:?8ktATuQYUpn3uCapᦐLUbmW!BӤl.:|rx}HwRֶT>Ƣ)vZLHXCPjۍJ!E.F4Կ7ccIhgpM 1!x3 !
@q:D"V!CTNZUyq :"B.6 ap&kmWYX
G\{0UCa#[+"a!מJnG1C)3(Dլ" j40A"|2Q^{g}LAK*$SȎD< sDhAA$Z&ހq40!`822 "> BN:BPA4 /|t TH\WVQX]U