%PDF-1.6
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
[DRAFT-24][7.25ft x 4ft] Simply Bread Menu
2024-02-22T17:07:21Z
2024-02-22T17:07:21Z
2024-02-22T17:07:21+01:00
Adobe Illustrator 28.0 (Windows)
256
144
JPEG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uuid:41bea543-cf30-492b-a52d-7345462e4b19
xmp.did:4d863cf4-e8b2-4741-a920-f26af504b2a4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:9fd48768-872b-4dce-ac53-10681a572825
xmp.did:2be0f127-487a-d941-a885-ae840406cf84
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:d30bc4b8-4ad5-8040-b4be-273585bbae92
2023-11-14T12:17:09Z
Adobe Illustrator 27.7 (Windows)
/
saved
xmp.iid:4d863cf4-e8b2-4741-a920-f26af504b2a4
2024-02-22T17:07:18Z
Adobe Illustrator 28.0 (Windows)
/
Print
Adobe Illustrator
False
False
1
7.250000
4.000000
Feet
BebasNeue-Regular
Bebas Neue
Regular
TrueType
Version 2.000
False
BebasNeueRegular.ttf
Bebas-Regular
Bebas
Regular
Open Type
Version 1.100;PS 001.100;hotconv 1.0.88;makeotf.lib2.5.64775
False
Bebas-Regular.otf
Galada-Regular
Galada
Regular
TrueType
Version 1.261;PS 1.261;hotconv 1.0.86;makeotf.lib2.5.63406
False
Galada-Regular.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadVariableConcept-Roman
Myriad Variable Concept
Light Condensed
Open Type
Version 1.025;hotconv 1.0.108;makeotfexe 2.5.65593
False
MyriadVariableConcept-Roman.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
6846
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
Grays
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
Brights
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 17.00
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 16 0 R/TrimBox[17.0079 17.0079 6281.01 3473.01]/Type/Page/PieceInfo<>>>
endobj
14 0 obj
<>stream
Htn}?E-GrHYvq86l'Ou)a%9cyǩ|cMc{<6?~ʿ}T:iJ]/o><ߟ2|zf,ߖuk+jY⹜{2۹_>姗<-aʻO,5g3mLZqf?[9Tkuai=vAz