%PDF-1.6
%
27 0 obj
<>stream
h|Mk0oؒjXVMox#%q#K9L1
-yHxk,rfpS) V,ko)<ɤA9s4ePS`~0Kt<̹4XnAcƮC ,x>6t}_v l'vaFZ:P_cȏ~NuJ.U%^oiS6eԈ@]yb?K).7ōT%PU+YCwcZcU
0 'qx
endstream
endobj
28 0 obj
<>stream
h22Q0P02V03PwJ,Nu+яJ,HsKOJ,)KM$&T C0Rng#5,$39Q5/9?hЖ A i /
endstream
endobj
4 0 obj
<>stream
application/pdf
Byblos Food menu Final New 2020 A3 Size
2020-09-20T15:37:17+04:00
2020-09-20T15:37:17+04:00
2020-06-09T16:51:07+04:00
Adobe Illustrator 24.1 (Macintosh)
256
172
JPEG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uuid:fd0068a9-ebd4-1a42-a02b-6b0646d41356
xmp.did:a379cd6a-632f-4d65-844f-87a343de7690
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:49f87d4d-3c87-3246-848c-53ac332e1481
xmp.did:7e8e0187-1cd0-4b7e-b803-551018517262
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7e8e0187-1cd0-4b7e-b803-551018517262
2020-06-04T14:44:28+04:00
Adobe Illustrator 24.1 (Macintosh)
/
saved
xmp.iid:a379cd6a-632f-4d65-844f-87a343de7690
2020-06-09T16:51+04:00
Adobe Illustrator 24.1 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
297.000000
420.000000
Millimeters
Cyan
Magenta
Yellow
Black
PANTONE 872 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
PANTONE 872 C
SPOT
100.000000
LAB
50.196079
6
26
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
5 0 obj
<>
endobj
7 0 obj
<>
endobj
9 0 obj
[/Separation/PANTONE#20872#20C 10 0 R<>]
endobj
10 0 obj
[/ICCBased 21 0 R]
endobj
11 0 obj
<>
endobj
12 0 obj
<>stream
HWKl
*Xdd\~\Ug/ɅgDb[cV[=K\2ۿ~?0+Ps50[+ˍ_YZ;{ڬ82`
}k[=a,Q5e|_fod8L[OV,~kˀG1qfԂ.^9EkM3
'7z±pDn-93f]⩍?'jtg}ix8\8j.r<&~{#Y5#90u