%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
come_to_jamaica_ol
2017-10-03T10:03:34+09:00
2017-10-03T10:03:34+09:00
2017-10-03T10:03:34+10:00
Adobe Illustrator CC 2017 (Windows)
256
168
JPEG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uuid:6cf73e83-6fac-436a-b0be-33661259eaec
xmp.did:fcb9303f-8af7-ec4c-a967-61bb818fcb17
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:4ba17efb-1155-4767-8963-e80c3672f1f4
xmp.did:abfe8edc-e3e7-4def-9238-90a38e627d3d
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:4123b886-d864-482b-96a3-61d599db17f5
2017-09-27T17:40:54+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:fcb9303f-8af7-ec4c-a967-61bb818fcb17
2017-10-03T10:03:26+09:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
C:\Users\ATARASHI\Desktop\修正とか原稿_未整理\ジャマイカ\jamaica\ラニークさん.psd
adobe:docid:photoshop:36389278-e3e0-117a-8cef-d8393cc249f5
xmp.iid:5d06ff54-f328-4114-aec8-71044d4ed0ee
EmbedByReference
C:\Users\ATARASHI\Desktop\修正とか原稿_未整理\ジャマイカ\jamaica\エンジェルさん.psd
adobe:docid:photoshop:b7b81028-e3e2-117a-8cef-d8393cc249f5
xmp.iid:e361862d-a091-4afc-b492-2cc7c67458c5
EmbedByReference
C:\Users\ATARASHI\Desktop\修正とか原稿_未整理\ジャマイカ\jamaica\アンドレさん.psd
adobe:docid:photoshop:64d6111a-e3df-117a-8cef-d8393cc249f5
xmp.iid:f44c29dd-15fd-4dc2-8b11-83db82aefe27
EmbedByReference
C:\Users\ATARASHI\Desktop\修正とか原稿_未整理\ジャマイカ\jamaica\ジョジョさん.psd
adobe:docid:photoshop:4ea1f23e-e3e1-117a-8cef-d8393cc249f5
xmp.iid:2ad3bdc6-021d-4b77-856e-a9dae4b13262
EmbedByReference
C:\Users\ATARASHI\Desktop\修正とか原稿_未整理\ジャマイカ\jamaica\ジャ−クチキン.eps
adobe:docid:photoshop:54b25583-e3ff-117a-8cef-d8393cc249f5
xmp.iid:1687f2d6-1399-44fd-abae-d27dc85e13e6
C:\Users\ATARASHI\Desktop\修正とか原稿_未整理\ジャマイカ\jamaica\ラニークさん.psd
adobe:docid:photoshop:36389278-e3e0-117a-8cef-d8393cc249f5
xmp.iid:5d06ff54-f328-4114-aec8-71044d4ed0ee
C:\Users\ATARASHI\Desktop\修正とか原稿_未整理\ジャマイカ\jamaica\エンジェルさん.psd
adobe:docid:photoshop:b7b81028-e3e2-117a-8cef-d8393cc249f5
xmp.iid:e361862d-a091-4afc-b492-2cc7c67458c5
C:\Users\ATARASHI\Desktop\修正とか原稿_未整理\ジャマイカ\jamaica\アンドレさん.psd
adobe:docid:photoshop:64d6111a-e3df-117a-8cef-d8393cc249f5
xmp.iid:f44c29dd-15fd-4dc2-8b11-83db82aefe27
C:\Users\ATARASHI\Desktop\修正とか原稿_未整理\ジャマイカ\jamaica\ジョジョさん.psd
adobe:docid:photoshop:4ea1f23e-e3e1-117a-8cef-d8393cc249f5
xmp.iid:2ad3bdc6-021d-4b77-856e-a9dae4b13262
C:\Users\ATARASHI\Desktop\修正とか原稿_未整理\ジャマイカ\jamaica\ジャ−クチキン.eps
adobe:docid:photoshop:54b25583-e3ff-117a-8cef-d8393cc249f5
xmp.iid:1687f2d6-1399-44fd-abae-d27dc85e13e6
Print
False
True
1
210.000000
297.000000
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
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
5 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
24 0 obj
<>stream
H|WˎWt$ދ^FC6]+GD=Ҍ!@39d#ߙ_no_=?qC,ގaW,;q'vܳٺclɎ{,
lN\s?|t_^۴B
1|=|ճ֏|r