%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Weavers steak night 2021
2021-07-01T13:25:01+01:00
2021-07-01T13:25:01+01:00
2021-07-01T13:25:01+01:00
Adobe Illustrator CC 22.1 (Macintosh)
184
256
JPEG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:5938e275-4c68-3348-9fa5-f49157b18e3e
xmp.did:b0cc7d2a-5178-4497-805f-c92bd9b8b79c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:44b3c5a3-61f5-4f14-b6b3-8fb380239fc3
xmp.did:44b3c5a3-61f5-4f14-b6b3-8fb380239fc3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1e77d6df-dc16-42de-9d91-1abbfd62bcd6
2021-05-08T18:28:34+01:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:b0cc7d2a-5178-4497-805f-c92bd9b8b79c
2021-07-01T13:24:59+01:00
Adobe Illustrator CC 22.1 (Macintosh)
/
EmbedByReference
/Users/abbiekeogh/Desktop/Weaver's Work/Website/Logos/Weavers Logo black.png
0
0
EmbedByReference
/Users/abbiekeogh/Desktop/Weaver's Work/Food Menus/weavers image.png
0
0
EmbedByReference
/Users/abbiekeogh/Desktop/Weaver's Work/Food Menus/weavers image.png
0
0
EmbedByReference
/Users/abbiekeogh/Desktop/Weaver's Work/Food Menus/weavers image.png
0
0
EmbedByReference
/Users/abbiekeogh/Desktop/Weaver's Work/Food Menus/weavers image.png
0
0
EmbedByReference
/Users/abbiekeogh/Desktop/Weaver's Work/Food Menus/weavers image.png
0
0
EmbedByReference
/Users/abbiekeogh/Desktop/Weaver's Work/Food Menus/weavers image.png
0
0
/Users/abbiekeogh/Desktop/Weaver's Work/Website/Logos/Weavers Logo black.png
0
0
/Users/abbiekeogh/Desktop/Weaver's Work/Food Menus/weavers image.png
0
0
/Users/abbiekeogh/Desktop/Weaver's Work/Food Menus/weavers image.png
0
0
/Users/abbiekeogh/Desktop/Weaver's Work/Food Menus/weavers image.png
0
0
/Users/abbiekeogh/Desktop/Weaver's Work/Food Menus/weavers image.png
0
0
/Users/abbiekeogh/Desktop/Weaver's Work/Food Menus/weavers image.png
0
0
/Users/abbiekeogh/Desktop/Weaver's Work/Food Menus/weavers image.png
0
0
Print
False
True
1
210.000000
297.000000
Millimeters
Athelas-Regular
Athelas
Regular
TrueType
13.0d1e3
False
Athelas.ttc
Athelas-Italic
Athelas
Italic
TrueType
13.0d1e3
False
Athelas.ttc
Athelas-Bold
Athelas
Bold
TrueType
13.0d1e3
False
Athelas.ttc
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 15.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
11 0 obj
<>stream
HWMsFWE֚|bfreY:c r~hy* _y={slY4zvy]7%o2)sZd
֖s.dfLJyj2Zg##Wf*W"7l:녵QEz՚=>rI2Sfj91+`].KKJ$IT%[`+F%RipK{W 'M9a1y0͜yfRLK_E,F9q 1]#&r|˙(~LvNS3&3a9VF