%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Roey's Kids Menu 01.29.2020
2020-01-29T08:02-05:00
2020-01-29T08:02-05:00
2020-01-29T08:02-05:00
Adobe Illustrator 24.0 (Macintosh)
152
256
JPEG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uuid:533dad19-7e4c-124e-b3c2-14ccc45e5166
xmp.did:d01e717d-ba70-4d4a-814d-05e0be000416
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:7937aa71-e668-0247-938d-27a2ae640093
xmp.did:856bee76-9d84-4c23-9265-8c25c8d93dfd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:e1d7dc0e-cb41-4947-a7e9-97fb6f7c777c
2019-05-14T08:54:06-04:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:d01e717d-ba70-4d4a-814d-05e0be000416
2020-01-29T08:01:58-05:00
Adobe Illustrator 24.0 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
612.000000
1008.000000
Points
DINCondensed-Bold
DIN Condensed
Bold
TrueType
14.0d1e1
False
DIN Condensed Bold.ttf
FairplexNarrowOT-Book
Fairplex Narrow OT
Book
Open Type
Version 1.000;PS 001.001;hotconv 1.0.38
False
.28290.otf
FairplexNarrowOT-Med
Fairplex Narrow OT
Med
Open Type
Version 1.000;PS 001.001;hotconv 1.0.38
False
.28292.otf
Cyan
Magenta
Yellow
Black
C=67 M=40 Y=60 K=18
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=73 M=32 Y=64 K=12
PROCESS
100.000000
CMYK
73.000002
31.999999
63.999999
12.000000
C=5 M=73 Y=80 K=1
PROCESS
100.000000
CMYK
4.982986
72.956431
80.000001
0.524910
C=92 M=56 Y=36 K=14
PROCESS
100.000000
CMYK
92.000002
56.000000
36.000001
14.000000
C=67 M=40 Y=60 K=18
SPOT
100.000000
CMYK
67.000002
40.000001
60.000002
18.000001
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]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 612.0 1008.0]/Type/Page>>
endobj
11 0 obj
<>stream
HWn7}Bxh/<-9I$X,deId@>ENKywa,TɑzȨgϏhmZYGǓQ}RAƛxvY*\tˉ_Nzdt4JwÖRvwZ>椒)/=cilϬ1E%ԒW7{uRVF%٢~v!kW5]{Y{裨j K k+dMː+ =]uk!v