%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Lunch Reduced v2
2020-08-12T15:55:53+01:00
2020-08-12T15:55:53+01:00
2020-08-12T15:55:53+01:00
Adobe Illustrator 24.2 (Macintosh)
256
172
JPEG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=
uuid:476906c7-bb16-c44d-becf-fb8780e1a21f
xmp.did:c801121d-4332-4a04-a5a9-485191090918
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:13469458-437d-4098-8a54-6853f068657d
xmp.did:13469458-437d-4098-8a54-6853f068657d
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:1366d8d7-24f8-4fa9-9db1-c5fb97f71cbf
2018-11-21T14:00:01Z
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:c801121d-4332-4a04-a5a9-485191090918
2020-08-12T15:55:50+01:00
Adobe Illustrator 24.2 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
297.000000
210.000000
Millimeters
GillSans
Gill Sans
Regular
TrueType
13.0d1e4
False
GillSans.ttc
GillSans-SemiBold
Gill Sans
SemiBold
TrueType
13.0d1e4
False
GillSans.ttc
GillSans-Bold
Gill Sans
Bold
TrueType
13.0d1e4
False
GillSans.ttc
HelveticaRoundedLTStd-Bd
Helvetica Rounded LT Std
Bold
Open Type
OTF 1.029;PS 001.001;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaRoundedLTStd-Bd.otf
RevolutionGothic-ExtraBold
Revolution Gothic
ExtraBold
Open Type
Version 1.000
False
RevolutionGothic_ExtraBold.otf
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
C=12 M=4 Y=0 K=0
PROCESS
100.000000
CMYK
11.718750
4.296875
0.000000
0.000000
C=59 M=17 Y=100 K=2
PROCESS
100.000000
CMYK
58.593750
16.796875
100.000000
1.953125
C=0 M=0 Y=3 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
3.000000
0.000000
C=70 M=57 Y=82 K=74
PROCESS
100.000000
CMYK
69.803923
56.862748
81.960785
74.117649
C=87 M=22 Y=100 K=9
PROCESS
100.000000
CMYK
86.666667
21.568628
100.000000
9.411765
C=15 M=21 Y=0 K=0
PROCESS
100.000000
CMYK
15.000001
20.999999
0.000000
0.000000
C=21 M=6 Y=0 K=0
PROCESS
100.000000
CMYK
20.999999
6.000000
0.000000
0.000000
C=15 M=0 Y=20 K=0
PROCESS
100.000000
CMYK
15.000001
0.000000
20.000000
0.000000
C=90 M=30 Y=95 K=60
PROCESS
100.000000
CMYK
89.999998
30.000001
94.999999
60.000002
C=100 M=100 Y=0 K=50
PROCESS
100.000000
CMYK
100.000000
100.000000
0.000000
50.000000
C=50 M=90 Y=0 K=65
PROCESS
100.000000
CMYK
50.000000
89.999998
0.000000
64.999998
C=90 M=30 Y=95 K=60 1
PROCESS
100.000000
CMYK
89.999998
30.000001
94.999999
60.000002
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
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
13 0 obj
<>stream
HWr\W`TWx?Dmi/TjEkH$˪}N?p,/,Vt7>yԙ/Ow3)eӂB&jVճilWnl/Ob%6nrlS,ݻׯ7/ߞ={?Zj0a)c;s沛
kcG};}S5A1L6L5u8<SЋS[LOɳ"}ɔ{^ljI\ɍ;O#_4TbЬ7VӾɥF>˔X
"4s
1+UgV<f5;}C)$/jDZH1Rqo,z|jgLޑA<Q2#93ku&$r&"M.o=1?rd+25