%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Lunch Menu 10.04.17
2017-10-04T10:49:45-04:00
2017-10-04T10:49:45-04:00
2017-10-04T10:49:45-04:00
Adobe Illustrator CC 2017 (Macintosh)
256
196
JPEG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uuid:99fcd048-8a03-184b-9afc-205590bbe224
xmp.did:782ce1f3-612b-4ffc-a26f-7239d7460d7e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:024868d6-f5e7-49d2-8e09-83570d2655f4
xmp.did:024868d6-f5e7-49d2-8e09-83570d2655f4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7105e432-2e79-4182-94a1-41ae16b1a926
2017-09-29T11:02:58-04:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:782ce1f3-612b-4ffc-a26f-7239d7460d7e
2017-10-04T10:49:44-04:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
Arial-BoldMT
Arial
Bold
Open Type
Version 5.06
False
Arial Bold.ttf
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 5.05
False
Times New Roman.ttf
TimesNewRomanPS-BoldMT
Times New Roman
Bold
Open Type
Version 5.05
False
Times New Roman Bold.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
New Color Swatch 124
PROCESS
100.000000
CMYK
49.410000
43.920001
52.160001
10.980000
New Color Swatch 123
PROCESS
100.000000
CMYK
15.290000
69.410002
87.449998
2.750000
New Color Swatch 122
PROCESS
100.000000
CMYK
49.410000
43.920001
52.160001
10.980000
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
21.0.2
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
16 0 obj
<>stream
HWrF}WcnEdc'6Mm9~C+` дR== I"mYo}>}#zn͈a52xh
^?iQDD8Q UlUn0Rv4aJrR2Pk+)y#`_2!@@٨4)D(. hHGAhRJ@D^HؓSH3
>
Ia(BtR?"mzJ*UG$O
V>aTK!#ʕο\O8c*eShLd>AHBXS1~^7ɘ.&e5ѩVMBRCDjѫRixmj)AF2+Wq4w. j("%b}VnFcZO
=JF<