%PDF-1.6
%
1 0 obj
<>/OCGs[6 0 R 7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
standard_shimonoseki
2024-01-23T09:40:18+09:00
2024-01-23T09:40:18+09:00
2024-01-23T09:40:18+10:00
Adobe Illustrator 25.2 (Windows)
256
184
JPEG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=
uuid:415ae932-eec7-4d61-9ba4-b4fe9e30642e
xmp.did:3f2cd33a-28ca-db4a-a749-3516ed391392
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:10ea6549-84fa-472c-bf17-d431fb9194cc
xmp.did:f54ae88a-b32f-4273-be72-23516d597395
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:523e7359-1ad2-460e-a7f3-57dfd679c181
2022-02-09T20:00:31+09:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
saved
xmp.iid:3f2cd33a-28ca-db4a-a749-3516ed391392
2024-01-23T09:40:10+09:00
Adobe Illustrator 25.2 (Windows)
/
EmbedByReference
JMEpXe.tif
EmbedByReference
\\192.168.0.247\04_店舗\06_下関\Dinner画像\ふく福コース.jpg
adobe:docid:photoshop:10cb33be-9abe-117b-a058-c07be7425464
xmp.iid:87e81194-8de7-40c1-981a-21ac0b5d93aa
EmbedByReference
hsA1T1.tif
EmbedByReference
6Ow0Z3.tif
EmbedByReference
3pS78Z.tif
EmbedByReference
j3SKlx.tif
EmbedByReference
7degrt.tif
EmbedByReference
CbkEor.tif
EmbedByReference
xWaxhf.tif
EmbedByReference
Lo1G61.tif
EmbedByReference
PL1Kdn.tif
EmbedByReference
simonoseki-gaikan.jpg
EmbedByReference
shimonoseki_room_twin01.jpg
EmbedByReference
shimonosekiGS04.jpg
EmbedByReference
shimonosekiGS03.jpg
EmbedByReference
shimonosekiGS02.jpg
EmbedByReference
shimonosekiGS01.jpg
EmbedByReference
himonosekiTR06.jpg
EmbedByReference
himonosekiTR05.jpg
EmbedByReference
himonosekiTR04.jpg
EmbedByReference
himonosekiTR03.jpg
EmbedByReference
himonosekiTR02.jpg
EmbedByReference
shimonosekiTR01.jpg
JMEpXe.tif
\\192.168.0.247\04_店舗\06_下関\Dinner画像\ふく福コース.jpg
adobe:docid:photoshop:10cb33be-9abe-117b-a058-c07be7425464
xmp.iid:87e81194-8de7-40c1-981a-21ac0b5d93aa
hsA1T1.tif
6Ow0Z3.tif
3pS78Z.tif
j3SKlx.tif
7degrt.tif
CbkEor.tif
xWaxhf.tif
Lo1G61.tif
PL1Kdn.tif
simonoseki-gaikan.jpg
shimonoseki_room_twin01.jpg
shimonosekiGS04.jpg
shimonosekiGS03.jpg
shimonosekiGS02.jpg
shimonosekiGS01.jpg
himonosekiTR06.jpg
himonosekiTR05.jpg
himonosekiTR04.jpg
himonosekiTR03.jpg
himonosekiTR02.jpg
shimonosekiTR01.jpg
Print
Adobe Illustrator
False
True
1
210.001556
297.000083
Millimeters
Cyan
Magenta
Yellow
Black
DIC 2256s
DIC 621s***
DIC 2568s
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
PANTONE 480 C
SPOT
100.000000
LAB
71.372551
10
16
PANTONE 7515 C
SPOT
100.000000
LAB
63.529411
20
29
DIC 2568s
SPOT
100.000000
LAB
53.725491
-43
11
DIC 2601s*
SPOT
100.000000
LAB
38.823528
10
-44
DIC 621s***
SPOT
100.000000
LAB
81.960785
-1
-1
DIC 2256s
SPOT
100.000000
LAB
41.960785
29
5
DIC 2306s
SPOT
100.000000
LAB
68.235291
3
22
C=0 M=0 Y=0 K=100
PROCESS
100.000000
CMYK
78.567177
81.554890
83.279163
66.906232
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
9 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
30 0 obj
<>stream
HWˮ%I
߯t:[BfzќFLg{CV[re#?~>ʡg;~TO~>jg+hOkq<{釻qF7:Fiع觏JcKŠU2+ޏ_^ܰy4ϩ~|^/*Vg}<^ww\NWh6㹱x"^Axazc9Ul7}{z.gY o16|(\Z
"DQ=F|3a-AuYq:kk熯#i3QOשLS=g_z1UQs'Ӱ9*TZ㲏m2m+K8'<ʶ=N>TB^'sPLbg8*JoO%& MP8Y
Hȼ D-(jQw*)G#7rAv,|{P|{3m;P[E~Z2]3SܮtALlO%퍈*u)v6ߊ.}7ȰP$
{T}LePJl S@CD_w%wr 'pxCczڡb^*:&.\cl@,=wa@i!TXHe0B
_X߇Me l J픹:^qZF|".Cެ
Zvс<ȥx8B ^6]SJ"9i&cĢPq%@߹x.#}&YOّ
$H-
0'H#E`A.9 !
vH:
LzXV3*%rʅ{V +mS*w$03e)Ӯ7l&r{[%䀞Zj(]i\ޯ.cCs!dE._# n>ƹ5eGCL OB!ϱHXv!0Ȟf/P_ӳ&Pp+.8Y
y#e#bE`a<"mԚ%-cmD5;=h"}AVbI 0Ѓ|i_ѭk--lTmԒ
#膉
kN5e
|2H"v>y}}ϑb"5^DOm+%Ho/fK'r5z ^XٝQ<5$KݩďM͐˦FRzOsan\uNuq