%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
kikokiko catering menu
2017-02-09T19:21:22-08:00
2017-02-09T19:21:22-08:00
2017-02-09T19:21:22-08:00
Adobe Illustrator CC 2014 (Macintosh)
192
256
JPEG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uuid:d601936f-f9c3-d449-917c-556d0831feec
xmp.did:db79c332-9dff-4eff-aae1-4b530a0e7a83
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:a9741fb7-0acd-4f67-a8e8-58803093c3c6
xmp.did:a9741fb7-0acd-4f67-a8e8-58803093c3c6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:B7A9977CA02168118C14852C5F96FD7F
2016-10-07T09:53:25-07:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:db79c332-9dff-4eff-aae1-4b530a0e7a83
2017-02-09T19:21:20-08:00
Adobe Illustrator CC 2014 (Macintosh)
/
Print
False
True
1
8.500000
11.000000
Inches
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Abel-Regular
Abel
Regular
TrueType
Version 1.002
False
Abel-Regular.ttf
Cyan
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 11.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>stream
HW݊b 7Bv}i)!`bž0X֒hW%9U=/`9tW:ӯf{7a{7%l#ۇ˫
ۏ/Kw}9ԸI[e{|}~~)i?Ŀ7}o>}|t7[V,7Rw$b\[wۗOa kؾ~ϟua䛿}y3<{/p|--!Ps˭䰷7dH3/ckދH"oym7wࡿ`G|}\4bٞ99=ްmKl0槴S.n?_ "(u (e,FGMv+{L\'{r8`cBZ
ϱq]O l]u|ش-!Nwݨ ]Re Ij
{0̦+AdcRPrv"V֊Z;>/{#YSwPv JS'c@9|$0ݗ
/st LM{,D6dD}@hQ)Hu&sUaA/*Exbf@AhXvMrAƂ
Ħ C)|Ss3zr",)'H*k5ns!0ЋG(0<侀G