%PDF-1.6
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ST_MainMenu_plusdrinks_A4_PRINT_June_21-02_EDITABLE
2021-06-03T11:11:53+01:00
2021-06-03T11:11:53+01:00
2021-06-03T11:11:53+01:00
Adobe Illustrator 25.2 (Macintosh)
256
172
JPEG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uuid:723aa29b-4044-b144-8068-e23f809ce2c3
xmp.did:d13770b8-4d59-4bc7-84da-b33dc70534ad
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5d61d747-1add-f941-add9-4a487415a690
xmp.did:69569acb-f5b1-4680-9b8f-86d94cc57e02
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:018011740720681183D1E73C5782D482
2018-07-30T22:55:53+01:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:d13770b8-4d59-4bc7-84da-b33dc70534ad
2021-06-03T11:11:49+01:00
Adobe Illustrator 25.2 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
210.001626
297.000119
Millimeters
BebasNeue
Bebas Neue
Regular
Open Type
Version 1.400
False
.37806.otf
Avenir-Book
Avenir
Book
TrueType
13.0d3e1
False
Avenir.ttc
Avenir-BookOblique
Avenir
Book Oblique
TrueType
13.0d3e1
False
Avenir.ttc
Avenir-Black
Avenir
Black
TrueType
13.0d3e1
False
Avenir.ttc
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-REGULAR.OTF
HandmadeDropshadowJNL
HandmadeDropshadowJNL
☞
TrueType
Version 1.000 - 2010 initial release; ttfautohint (v1.5);com.myfonts.easy.jnlevine.handmade-dropshadow.regular.wfkit2.version.3n4W
False
Handmade Dropshadow JNL.ttf
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
PANTONE Red 032 C
SPOT
100.000000
LAB
55.294102
72
43
PANTONE 485 U
SPOT
100.000000
LAB
58.431400
56
37
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 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 19 0 R/TrimBox[8.50389 8.50389 603.784 850.394]/Type/Page>>
endobj
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 21 0 R/TrimBox[8.50389 8.50389 603.784 850.394]/Type/Page>>
endobj
20 0 obj
<>stream
HWɊ%WTv{W@'!Bj`$h迗y^נCCX|17ۗ?~M~u{I[gş?ۿ^/i^ҞRH˶ۨcs/f{[.[mm^ב}s⋱vXO/?oAۓn/)랳qq6@=3No#[p.}Af>O=w~v'L[#Nurn阿!۷svN#VQ/tZ^@ϟpz؈V9`;q/<