%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 92 0 R 171 0 R 250 0 R 329 0 R 408 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
New lunch formula
2020-08-31T12:50:58+04:00
2020-08-31T12:50:58+04:00
2020-05-06T17:02:04+04:00
Adobe Illustrator CC 2017 (Macintosh)
256
172
JPEG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uuid:20857eff-2ae4-c940-aa9a-1b1116baf033
xmp.did:beb94db4-d53f-444e-9b66-d5b1025855e4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:cd58ad71-ef11-034d-b7e0-238e4dd93c28
xmp.did:76a2e83a-5b0e-4c52-90e6-d12446a31d1f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:76a2e83a-5b0e-4c52-90e6-d12446a31d1f
2019-12-09T23:57:37+04:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:beb94db4-d53f-444e-9b66-d5b1025855e4
2020-05-06T17:02:02+04:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
True
False
1
174.998944
239.998250
Millimeters
GoudyOldStyleT-Italic
Goudy Old Style
Italic
Open Type
Version 1.51
False
GOUDOSI.TTF
GoudyOldStyleT-Regular
Goudy Old Style
Regular
Open Type
Version 1.51
False
GOUDOS.ttf
GoudyOldStyleT-Bold
Goudy Old Style
Bold
Open Type
Version 1.51
False
GOUDOSB.TTF
AkzidenzGrotesk-Bold
AkzidenzGrotesk
Regular
TrueType
Version 001.001
False
Akzidenz Grotesk Bold.ttf
BickhamScriptPro-Semibold
Bickham Script Pro
Semibold
Open Type
Version 1.009;PS 001.000;Core 1.0.38;makeotf.lib1.6.6565
False
BickhamScriptPro-Semibold.otf
Cyan
Magenta
Yellow
Black
PANTONE 1797 CVU
PMS 876 u
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
PMS 876 u
SPOT
100.000000
CMYK
21.180700
35.690299
75.300598
0.000000
PANTONE 1797 CVU
SPOT
100.000000
CMYK
0.000000
94.000202
94.000202
5.999800
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
21.0.0
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 416 0 R/TrimBox[0.0 0.0 496.06 680.31]/Type/Page>>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 418 0 R/TrimBox[0.0 0.0 496.06 680.31]/Type/Page>>
endobj
417 0 obj
<>stream
HWˎ\
WܥzXJ @8(A,Ö9<Ӓ$@0&byş_/_q))7ȴ=2חt><-xy|8q|x~z>koNۏ7?.qsT݇0nߖ^m.wLv6A9N7
.4j$ͪŘBXF3o13MZfU+Jjq姛:="CxĸyY[D>ԳBj4]î:kҧpBf() Y 'sV~v
|mCOCLC8y|Zsçog?ˈp]]?AH*/ EΆ5nJ(JcV=GbcmZ~n2X_uօmWdn}o1zcu_Y}tܦ7O'\yTW`sDZR}VׄaX(rA+=7g8J:"7xqpnzXhBzo8uÁ&N9[o'?Ԙ>ϺtGTW0ZFk]^;f:]PqKL('u ;瘘2+xlu9I:1b14
pYCvlQq&Y0mhiEF,5fo~O] eG0'NBkQt4//_<6wP{%e .1!6@?pyٟ^=??3,b<