%PDF-1.6
%
1 0 obj
<>/OCGs[22 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Calle Sol Dinner Menu Sept 2021
2021-09-08T17:02:45-04:00
2021-09-08T17:02:45-04:00
2021-09-08T17:02:45-04:00
Adobe Illustrator 25.4 (Macintosh)
256
148
JPEG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uuid:78b68755-939e-5146-a34a-8239501eccd8
xmp.did:d62aa0d7-d854-4ce9-a6bf-50329ad8e7e5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:17df74b1-fc07-4bab-9f4c-2d329032cc3b
xmp.did:17df74b1-fc07-4bab-9f4c-2d329032cc3b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c1c67c14-2450-46bc-a59c-b3def899efd3
2021-03-02T13:03:15-05:00
Adobe Illustrator 25.2 (Macintosh)
/
saved
xmp.iid:d62aa0d7-d854-4ce9-a6bf-50329ad8e7e5
2021-09-08T17:02:38-04:00
Adobe Illustrator 25.4 (Macintosh)
/
Print
Adobe Illustrator
Adobe PDF library 16.00
1
True
False
10.875000
17.000000
Inches
Offlander
Offlander
Regular
Open Type
1.000
False
Offlander Regular.otf
NewSpirit-LightCondensed
New Spirit
Light Condensed
Open Type
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
.45696.otf
NewSpirit-Regular
New Spirit
Regular
Open Type
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
.45692.otf
NewSpirit-Medium
New Spirit
Medium
Open Type
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
.45693.otf
NewSpirit-SemiBold
New Spirit
SemiBold
Open Type
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
.45694.otf
NewSpirit-Bold
New Spirit
Bold
Open Type
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
.45695.otf
Stratum2-Bold
Stratum2
Bold
Open Type
Version 3.000;PS 2.2;hotconv 16.6.54;makeotf.lib2.5.65590
False
Stratum2-Bold.otf
Stratum2-Black
Stratum2
Black
Open Type
Version 3.000;PS 2.2;hotconv 16.6.54;makeotf.lib2.5.65590
False
Stratum2-Black.otf
WindsorD-Bol
Windsor D
Bold
Open Type
Version 1.000;PS 1.10;hotconv 1.0.57;makeotf.lib2.0.21895 DEVELOPMENT
False
URW Type Foundry - WindsorD-Bol.otf
Futura-CondensedExtraBold
Futura
Condensed ExtraBold
TrueType
16.0d2e1
False
Futura.ttc
Futura-Medium
Futura
Medium
TrueType
16.0d2e1
False
Futura.ttc
Futura-MediumItalic
Futura
Medium Italic
TrueType
16.0d2e1
False
Futura.ttc
Futura-Bold
Futura
Bold
TrueType
16.0d2e1
False
Futura.ttc
PaintedParadise
Painted Paradise
Regular
TrueType
Version 1.000
False
Painted Paradise - Demo.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
C=4 M=8 Y=18 K=0
PROCESS
100.000000
CMYK
4.000000
8.000000
18.000001
0.000000
C=0 M=0 Y=0 K=100
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
C=1 M=2 Y=40 K=0
PROCESS
100.000000
CMYK
1.000000
2.000000
40.000001
0.000000
C=6 M=14 Y=100 K=0
PROCESS
100.000000
CMYK
6.000000
14.000000
100.000000
0.000000
C=0 M=86 Y=92 K=0
PROCESS
100.000000
CMYK
0.000000
86.000001
92.000002
0.000000
C=28 M=0 Y=15 K=0
PROCESS
100.000000
CMYK
28.000000
0.000000
15.000001
0.000000
C=75 M=14 Y=18 K=0
PROCESS
100.000000
CMYK
75.000000
14.000000
18.000001
0.000000
C=89 M=42 Y=23 K=0
PROCESS
100.000000
CMYK
88.846201
41.589701
23.487200
0.000000
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 33 0 R/TrimBox[0.0 0.0 783.0 1224.0]/Type/Page>>
endobj
24 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 41 0 R/TrimBox[0.0 0.0 783.0 1224.0]/Type/Page>>
endobj
34 0 obj
<>stream
HWkoR|*7sT(U` )B/U8&ėP}33k/$/"R9s9s9w:`{'8[qvU9;_{ gM>}^qd+{9} mql(znrrYyC±3V|Ƈ8
&ъ{tAآ0T*AzASuTC$-H0LR"2)5IBʹ3
[i