%PDF-1.5
%
1 0 obj
<>/OCGs[16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Drinks List-05-01-2022
2022-01-05T15:28:24+07:00
2022-01-05T15:28:24+07:00
2022-01-05T15:28:24+08:00
Adobe Illustrator CS6 (Windows)
188
256
JPEG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uuid:b0b1cabf-0f71-4637-802f-b013f591caf1
xmp.did:EE779D3ED66DEC1193F0CD61BECB67C9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ED779D3ED66DEC1193F0CD61BECB67C9
xmp.did:ED779D3ED66DEC1193F0CD61BECB67C9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F288908C3A1FEC11B0EC9335A606A1C8
2021-09-27T10:48:15+07:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:EE779D3ED66DEC1193F0CD61BECB67C9
2022-01-05T15:28:17+07:00
Adobe Illustrator CS6 (Windows)
/
Print
False
True
1
15.022683
41.995025
Centimeters
Montserrat-Light
Montserrat
Light
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Light.otf
Montserrat-MediumItalic
Montserrat
Medium Italic
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-MediumItalic.otf
Montserrat-Regular
Montserrat
Regular
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Regular.otf
Montserrat-ExtraLight
Montserrat
ExtraLight
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-ExtraLight.otf
Montserrat-Medium
Montserrat
Medium
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Medium.otf
Montserrat-ExtraBold
Montserrat
ExtraBold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-ExtraBold.otf
Montserrat-ExtraLightItalic
Montserrat
ExtraLight Italic
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-ExtraLightItalic.otf
Montserrat-BoldItalic
Montserrat
Bold Italic
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-BoldItalic.otf
Montserrat-ThinItalic
Montserrat
Thin Italic
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-ThinItalic.otf
Montserrat-Bold
Montserrat
Bold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Bold.otf
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
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
18 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 425.84 1190.41]/Type/Page>>
endobj
19 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 30 0 R/TrimBox[0.0 0.0 425.84 1190.41]/Type/Page>>
endobj
27 0 obj
<>stream
HWis__2*/-۱
[yRla-< CgQϪ UFKoꈼ8d||DF(aD2"J$u:zG0
%ы/(9^x2Q&⋁G9y̏d FRiPD`$T0f1: fG!uldsz+3!t0})06C|#LL|N?SrqZdb4v'pE7cy\pW{ U"Ud2X(f<:,C%tÃ/g2N$&? &;%0"pX~r7ʾ*#J!3 |9B&Ϝd0P3⭢L'1[;Oݒr+m[',
%LHaPrP2Q6+7"1@v 09)9 rHY:o\`,Ѯuy"d@ /Nb:vQUEO:zyN@ B. @`!7uj4*n1\nL 7M'ª1SbzXzTeHSFvx|~xI~#7g
+NА;**KhMhq'ȌsY9՝$ঃxjڮtՒ%x65!C8eP=KٯV@SPh8 ثQ8֗3
^t:ְlxf&˰4h4[
0/ST~6Kp~Q8Eh;]w3o~RgAZ|IVVjy-ZAkzUwnw.[z횄
ko"YpFuw<7d<]Gzش
Jꭜ5lJwʾ7j@5دD.tB07 +JP ?VMz3M7p9cMY*jL$j&+JdV r
+~Fjʋf%%
(9
ݓ7