%PDF-1.5
%
1 0 obj
<>/OCGs[16 0 R 17 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Wine 4.7.16
2016-04-07T18:01:56-06:00
2016-04-07T18:01:56-06:00
2016-04-07T18:01:56-06:00
Adobe Illustrator CC 2015 (Macintosh)
256
180
JPEG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==
uuid:6662c20a-8cc0-f743-a825-3909ddfb1854
xmp.did:e113d2c8-0dac-4621-880a-7a60adebcb3e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:df7e695b-c244-184d-94d9-561020a18a41
xmp.did:e038cd20-2122-491b-8e0c-3ab4db4edc52
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:47f57c9c-5e9d-411c-8da1-51afe1ebcb02
2015-06-02T16:04:22-06:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:e113d2c8-0dac-4621-880a-7a60adebcb3e
2016-04-07T18:01:52-06:00
Adobe Illustrator CC 2015 (Macintosh)
/
EmbedByReference
/Volumes/Current Projects/Brasserie Ten Ten/150037_MenuRedesign/150037_MenuRedesign/150037_MenuRedesign_Wine/Links/grapeleaves.tif
EmbedByReference
/Volumes/Current Projects/Brasserie Ten Ten/150037_MenuRedesign/150037_MenuRedesign/150037_MenuRedesign_Wine/Links/B1010_Hops.tif
/Volumes/Current Projects/Brasserie Ten Ten/150037_MenuRedesign/150037_MenuRedesign/150037_MenuRedesign_Wine/Links/grapeleaves.tif
/Volumes/Current Projects/Brasserie Ten Ten/150037_MenuRedesign/150037_MenuRedesign/150037_MenuRedesign_Wine/Links/B1010_Hops.tif
Print
False
True
1
11.000000
17.000000
Inches
TrendSansOne
Trend Sans
One
Open Type
1.000
False
TrendSans-One.otf
TrendSansThree
Trend Sans
Three
Open Type
1.000
False
TrendSans-Three.otf
TrendSlabFour
Trend Slab
Four
Open Type
1.000
False
TrendSlab-Four.otf
BebasNeue
Bebas Neue
Regular
Open Type
Version 1.101
False
BebasNeue.otf
BrandonGrotesque-Regular
Brandon Grotesque
Regular
Open Type
Version 001.000
False
Brandon_reg.otf
BrandonGrotesque-Medium
Brandon Grotesque
Medium
Open Type
Version 001.000
False
Brandon_med.otf
BrandonGrotesque-Bold
Brandon Grotesque
Bold
Open Type
Version 001.000
False
Brandon_bld.otf
ChaparralPro-Light
Chaparral Pro
Light
Open Type
OTF 1.008;PS 001.000;Core 1.0.27;makeotf.lib1.3.1
False
ChaparralPro-Light.otf
ChaparralPro-LightIt
Chaparral Pro
Light Italic
Open Type
Version 2.084;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.558255
False
ChaparralPro-LightIt.otf
ChaparralPro-Regular
Chaparral Pro
Regular
Open Type
Version 2.015;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
ChaparralPro-Regular.otf
ChaparralPro-Semibold
Chaparral Pro
Semibold
Open Type
OTF 1.008;PS 001.000;Core 1.0.27;makeotf.lib1.3.1
False
ChaparralPro-Semibold.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 289 C
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=95 M=85 Y=45 K=50
PROCESS
100.000000
CMYK
94.999999
85.000002
44.999999
50.000000
C=0 M=18 Y=72 K=35
PROCESS
100.000000
CMYK
0.000000
18.000001
72.000003
34.999999
PANTONE 289 C
SPOT
100.000000
CMYK
94.999999
85.000002
44.999999
50.000000
PANTONE 871 C
SPOT
100.000000
LAB
50.196098
2
24
PANTONE 289 C 2
SPOT
100.000000
CMYK
100.000000
63.999999
0.000000
60.000002
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
19 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 28 0 R/TrimBox[0.0 0.0 792.0 1224.0]/Type/Page>>
endobj
20 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 35 0 R/TrimBox[0.0 0.0 792.0 1224.0]/Type/Page>>
endobj
29 0 obj
<>stream
HWۮeG
|_~nW&Ehd$}\v$FϪ{u~7/7vN<ˏvoֽ͇v|[;~_?㫿~_MÏxww;hgX8巷v|g-8=<
|im6z~Y:dͮҏ7Pcy6cc#針M67V=wP}"6a[?9?|#{}W#cKgH2HkEskD$D
8i?sM2m э 77ÑV,!XDoe