%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Tapas-meni-pivo-VSI-preview
2020-09-28T15:32+02:00
2020-09-28T15:32+02:00
2020-09-28T15:32+02:00
Adobe Illustrator 24.3 (Windows)
256
244
JPEG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uuid:0d0cf98a-c54a-45de-96e2-284793053cbd
xmp.did:615bcb6d-534a-8440-a496-f855605fb1fd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:f7a80da0-b60b-1446-9453-09dd62b04ae2
xmp.did:f7a80da0-b60b-1446-9453-09dd62b04ae2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1c5ff223-8b11-4b4d-aab6-2d308fc3614c
2020-09-14T13:39:05+02:00
Adobe Illustrator 24.3 (Windows)
/
saved
xmp.iid:615bcb6d-534a-8440-a496-f855605fb1fd
2020-09-28T15:31:48+02:00
Adobe Illustrator 24.3 (Windows)
/
Print
Adobe Illustrator
True
True
1
209.999994
297.000024
Millimeters
Gotham-Bold
Gotham
Bold
Open Type
Version 3.201 Pro (Latin-X, Greek, Cyrillic-X)
False
GOTHAM-BOLD.OTF
Gotham-Book
Gotham
Book
Open Type
Version 3.201 Pro (Latin-X, Greek, Cyrillic-X)
False
GOTHAM-BOOK.OTF
Gotham-LightItalic
Gotham
Light Italic
Open Type
Version 3.201 Pro (Latin-X, Greek, Cyrillic-X)
False
GOTHAM-LIGHTITALIC.OTF
RobotoSlab-Regular
Roboto Slab
Regular
TrueType
Version 1.100263; 2013; ttfautohint (v0.94.20-1c74) -l 8 -r 12 -G 200 -x 14 -w "" -W
False
ROBOTOSLAB-REGULAR.TTF
RobotoSlab-Bold
Roboto Slab
Bold
TrueType
Version 1.100263; 2013; ttfautohint (v0.94.20-1c74) -l 8 -r 12 -G 200 -x 14 -w "" -W
False
ROBOTOSLAB-BOLD.TTF
Cyan
Magenta
Yellow
Black
fonda blu
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
fonda blu
SPOT
100.000000
RGB
40
46
99
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
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[8.50394 8.50394 603.78 850.394]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[8.50394 8.50394 603.78 850.394]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[8.50394 8.50394 603.78 850.394]/Type/Page>>
endobj
23 0 obj
<>stream
HWK,
)]N'hy$PɬʞY;MWTe2
2әR=Ytj>og:G:zig~ǯ>,9G1
մQ GJ|ki9KS艙
=i:`?,8fR 9%Sk>=
}ɩim(Pд]7(4plh$rޮ\x<۩bbc5PHrf:B
M. aA{_?{SSXUumcB}rbBrnZ)܀PpqNɮȟb
u_Z
C87MO=3PëD#pf.P ys
^}r><byx"~:h,V}]H7tP@@nnˆwaȐ٬\߾ie.A&LhGm"@}t#IAZF, w l!!O\auάmv`, )p8_ 䎥dxl>S/4Rpu=\YI3ǧ)Q"IJa9(<