%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Mittagskarte
2023-01-31T09:07:22+01:00
2023-01-31T09:07:22+01:00
2023-01-31T09:07:22+01:00
Adobe Illustrator 27.2 (Macintosh)
184
256
JPEG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=
uuid:bab1b461-8610-8544-bb2c-d6f3dd0e083f
xmp.did:c2da3de0-5dea-48fb-be34-d04f6c5907cc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:f3b0ed9a-0098-284c-b1d7-6cfd5af7d23c
xmp.did:ba80740b-de9d-4ce8-bfdd-4642c77d0ef1
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:ba80740b-de9d-4ce8-bfdd-4642c77d0ef1
2023-01-13T09:07:14+01:00
Adobe Illustrator 27.1 (Macintosh)
/
saved
xmp.iid:c2da3de0-5dea-48fb-be34-d04f6c5907cc
2023-01-31T09:07:14+01:00
Adobe Illustrator 27.2 (Macintosh)
/
EmbedByReference
/Volumes/Werbeagentur/Kunden/Kleiner Hofladen/Logo/logo_.png
0
0
Print
Adobe Illustrator
False
True
1
209.999994
297.000024
Millimeters
RobotoSlab-Regular
Roboto Slab
Regular
Open Type
Version 1.100263; 2013; ttfautohint (v0.94.20-1c74) -l 8 -r 12 -G 200 -x 14 -w "" -W
False
.28908.otf
RobotoSlab-Bold
Roboto Slab
Bold
Open Type
Version 1.100263; 2013; ttfautohint (v0.94.20-1c74) -l 8 -r 12 -G 200 -x 14 -w "" -W
False
.28909.otf
GoodKarma-Regular
Good Karma
Regular
Open Type
Version 1.000;PS 001.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
.49249.otf
Cyan
Magenta
Yellow
Black
Standard-Farbfeldgruppe
0
WeiУ
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Schwarz
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Rot
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Gelb
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK GrУМn
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blau
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
Graustufen
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
Strahlende Farben
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 17.00
False
PDF/X-3:2002
PDF/X-3:2002
PDF/X-3:2002
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
7 0 obj
<>stream
HWЫKнїWдSЮxddц#6HьмlѓџтDDUwvu
~ШЇ3Ћ*уuтШOВ4ЋЋіх?ЧЪЃ./ЉeеЦ';ёzиaІTЮvz_1vHлЊBиЉk!ќЕ^hиЖ\?_ўКќrљ+ДЊRЈуaYЄUЉйXЪ:Zcв-mxМ<П^о§сЕ,П§ЯхOј3Ў$7O_/ЂcЕІЇћ#*щ:ъЪьјWшЊi8/Ѓ/иКbнu4Ћ]1w^.џмтdЕЋHg8ЋєUЄ ЮIпl(oоАі=NКХYYGБeЏ
[ЉлђљУ[щdYЉЖVЋЭщЄbыd}3УS:ЗTэЦXыjQCzєfьЉЎxЙоюbzД&sPHЦxDхhКЈoМз0аxEMљ.ќДЪXЖгu>ЕыCр[YТEaЎ&|{ЃRZж!QciЭЯeEѓЉЛѓѕv<ЊDЬ6PЮ3вG-ЄGљ}бвхСнЬpѓ\g;мћїФВ@dvкЭ2
чxњwДZыЁ~3T
о.ш'd +g0Џ|50ЎЖЂЫі=љЧ к@џJнЫ?цђo<~рл:jмНЈИЃYF't/ў~КьQPyЌЫdЇ}Љ,ю:П+^шР[o6
њIZ+кн@ЭџЖќ|yїћ?хЇ/OezdЅ8G5[kMsўфѕBУ|ь)№8f5ИъLИnпpuі,љє>ТэПсЖёТ