%PDF-1.5
%
1 0 obj
<>/OCGs[18 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
menu front new
2017-11-16T13:31-05:00
2017-11-16T13:31-05:00
2017-11-16T13:30:59-04:00
Adobe Illustrator CS6 (Windows)
256
184
JPEG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=
uuid:5a5881e5-ff04-44d3-bf3f-0ad0d281fc2f
xmp.did:964AE7EBF6CAE71185B7D807AC0E4FA4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:954AE7EBF6CAE71185B7D807AC0E4FA4
xmp.did:954AE7EBF6CAE71185B7D807AC0E4FA4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:B6301C4E15A5E3119A3FC859861341D9
2014-03-06T16:54:27+07:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:964AE7EBF6CAE71185B7D807AC0E4FA4
2017-11-16T13:30:55-05:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
P:\Websites\Prima pasta\Prima Pasta new Menu 2017\credit-cards.png
EmbedByReference
P:\Websites\Prima pasta\Prima Pasta new Menu 2017\logo from vegas png 2.png
EmbedByReference
P:\Websites\Prima pasta\Prima Pasta new Menu 2017\Pasta logo and text.png
EmbedByReference
P:\Websites\Prima pasta\Prima Pasta new Menu 2017\pasta for png done.png
EmbedByReference
P:\Websites\Prima pasta\Prima Pasta new Menu 2017\pasta.png
EmbedByReference
P:\Websites\Prima pasta\Prima Pasta new Menu 2017\antipasta1.png
EmbedByReference
P:\Websites\Prima pasta\Prima Pasta new Menu 2017\Salad_GardenGreens_940x630.png
EmbedByReference
P:\Websites\Prima pasta\Prima Pasta new Menu 2017\hero_teriyaki-salad.png
EmbedByReference
P:\Websites\Prima pasta\Prima Pasta new Menu 2017\logo cheff.png
Print
False
True
1
50.800000
38.100000
Centimeters
BigNoodleTitling-Oblique
BigNoodleTitling
Oblique
TrueType
Version 1.1; 2003
False
big_noodle_titling_oblique_0.ttf
BigNoodleTitling
BigNoodleTitling
Regular
TrueType
Version 1.1; 2003
False
big_noodle_titling_0.ttf
BookAntiqua
Book Antiqua
Regular
Open Type
Version 2.35
False
BKANT.TTF
Champagne&Limousines
Champagne & Limousines
Regular
TrueType
Version 2.00 March 5, 2010
False
OldSansBlack
OldSansBlack
Regular
TrueType
1.0 2003-10-05
False
OldSansBlack.ttf
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
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
Roboto-Bold
Roboto
Bold
TrueType
Version 2.001150; 2014
False
Roboto Bold.ttf
Roboto-Light
Roboto
Light
TrueType
Version 2.001151; 2014
False
Roboto Light.ttf
Roboto-Regular
Roboto
Regular
Open Type
Version 1.00000; 2011
False
Roboto-Regular.ttf
Roboto-Italic
Roboto
Italic
TrueType
Version 2.001101; 2014
False
Roboto Italic.ttf
Aleo-Light
Aleo Light
Light
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
BebasNeue
Bebas Neue
Regular
Open Type
Version 1.400
False
BebasNeue_3.otf
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
20 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 41 0 R/TrimBox[8.50389 8.50391 1448.5 1088.5]/Type/Page>>
endobj
21 0 obj
<>stream
HWr}WC5
/zI,bQVEPVeTf~=}2l~N4I?5N'|\685F+Tp
5ҐY7Z)gZzHS8