%PDF-1.6
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Luncheon Catering Menu 2021-2022
2021-07-01T12:27:17-04:00
2021-07-01T12:27:17-04:00
2021-07-01T12:27:16-04:00
Adobe Illustrator 25.3 (Windows)
180
256
JPEG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==
uuid:4e7a2aee-7cea-43a5-a389-54969a1ca8d6
xmp.did:0c2d9289-45f0-7842-a5ca-b15f57d0c879
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:1e334612-99dd-ef44-b4c1-dfb4acea63f9
xmp.did:1e334612-99dd-ef44-b4c1-dfb4acea63f9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:168326c0-03bb-fd4d-a950-e069a1beb40f
2019-10-04T18:32:59-04:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:0c2d9289-45f0-7842-a5ca-b15f57d0c879
2021-07-01T12:27:14-04:00
Adobe Illustrator 25.3 (Windows)
/
Print
Adobe Illustrator
False
False
1
8.500000
11.000000
Inches
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
0
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
0
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
7 0 obj
<>/Resources<>/Properties<>>>/Thumb 11 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
8 0 obj
<>stream
HlWK%
ܿS&2s1aZ
K @WD0՛Ѡ2+I~>>s9G9bío?u㿏O?T_(lg)ŏ^1Ϩ~z[