%PDF-1.3
%âãÏÓ
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2104_Flyer Speisenangebot_DIN A5
2021-05-03T16:48:22+02:00
2021-05-03T16:48:22+02:00
2021-05-03T16:48:22+02:00
Adobe Illustrator 25.2 (Macintosh)
188
256
JPEG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uuid:4983025d-8af8-e44a-b16a-79eca5a18744
xmp.did:c92eb728-e4bf-4add-aa9a-05c855f3fadd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:c661c986-2f0f-c940-a985-d42737d69d33
xmp.did:4981acba-1d08-496f-a7c5-b7359d82b0d8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4981acba-1d08-496f-a7c5-b7359d82b0d8
2021-05-03T12:20:25+02:00
Adobe Illustrator 25.2 (Macintosh)
/
saved
xmp.iid:c92eb728-e4bf-4add-aa9a-05c855f3fadd
2021-05-03T16:48:08+02:00
Adobe Illustrator 25.2 (Macintosh)
/
EmbedByReference
/Volumes/Technik/kundendaten/S/SpVgg Joshofen-Bergheim/Laserdruck/2002_SpVgg Joshofen-Bergheim_Urkunde Ehrenmitglied_DIN A3/Daten verwendet/SpVgg_Wappen_CMYK.psd
adobe:docid:photoshop:b9475620-b098-2e4c-b4db-6a715158e9f5
xmp.iid:fd5292f8-2933-4bce-baa2-58c624e33405
/Volumes/Technik/kundendaten/S/SpVgg Joshofen-Bergheim/Laserdruck/2002_SpVgg Joshofen-Bergheim_Urkunde Ehrenmitglied_DIN A3/Daten verwendet/SpVgg_Wappen_CMYK.psd
adobe:docid:photoshop:b9475620-b098-2e4c-b4db-6a715158e9f5
xmp.iid:fd5292f8-2933-4bce-baa2-58c624e33405
Print
Adobe Illustrator
False
True
1
148.000000
209.999994
Millimeters
Barlow-Light
Barlow
Light
Open Type
Version 1.101;PS 001.101;hotconv 1.0.88;makeotf.lib2.5.64775
False
Barlow-Light.otf
Barlow-Bold
Barlow
Bold
Open Type
Version 1.101;PS 001.101;hotconv 1.0.88;makeotf.lib2.5.64775
False
Barlow-Bold.otf
Cyan
Magenta
Yellow
Black
Standard-Farbfeldgruppe
0
Weiß
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 Grün
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 15.00
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 419.528 595.276]/Type/Page>>
endobj
7 0 obj
<>stream
H‰¼WÛnÛF}'Ðؾ\ÀZïýÒ·ºM‚6-ÐTJ *
Ù¡-Õ™PJƒôë;³»¤)QBc?6DsvwæÌ™3³òûBsÏ„óDÉ\0D¦àS3/$éªaÝpÇ,wd[ða¯œ)åF»#Mñ¾¸|1çänWÌ´ÌHg¼„Õ,(ï%œé—ŒÓà›3ÉyðÞ“›mqõ†\ÎלìÖäÙòªx.ûP&hf¥ƒ%«Å%³^ž²x ÁÐóü”a8sœðÈ’c×Åz8×S±}°8]çàSC>S9œ° UVªQô–áÔúˆx!