%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Leather care for MANNA bags
2017-12-15T11:15:09+01:00
2017-12-15T11:15:09+01:00
2017-12-15T11:15:09+02:00
Adobe Illustrator CC 2017 (Windows)
256
180
JPEG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uuid:a11eba4c-0c92-417b-a012-59fc131d7e65
xmp.did:33c49142-54eb-2c4b-ac2b-0bdc2b8dfe8a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:c6df7312-fc8f-7743-bb1b-e9898278ace7
xmp.did:c6df7312-fc8f-7743-bb1b-e9898278ace7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:99E4EB3939FBE511A68ADFDDB1C23F24
2016-04-05T16:34:24+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:33c49142-54eb-2c4b-ac2b-0bdc2b8dfe8a
2017-12-15T11:14:57+01:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
\\DISKSTATION\Marketing\Grafik\Banner_UK_30Prozent\MN60071_12.jpg
6AB1730FC0D405EFD3787694C96362DF
xmp.iid:79F424396308E611983EE5005B82D743
EmbedByReference
\\DISKSTATION\Marketing\Grafik\Banner_UK_30Prozent\MN60071_12__.jpg
6AB1730FC0D405EFD3787694C96362DF
xmp.iid:7AF424396308E611983EE5005B82D743
EmbedByReference
\\DISKSTATION\Marketing\Grafik\Layoutvorlage\LEICKE_Wave__.png
0
0
EmbedByReference
\\DISKSTATION\Marketing\Grafik\Broschüre_März_2017\MANNA\MN60242_06_2000_2000_xy.jpg
0
0
EmbedByReference
\\DISKSTATION\Marketing\Grafik\Broschüre_März_2017\MANNA\MN60060_08_2000_2000_jh.jpg
0
0
EmbedByReference
\\DISKSTATION\Marketing\Grafik\Layoutvorlage\LEICKE_Wave__.png
0
0
\\DISKSTATION\Marketing\Grafik\Banner_UK_30Prozent\MN60071_12.jpg
6AB1730FC0D405EFD3787694C96362DF
xmp.iid:79F424396308E611983EE5005B82D743
\\DISKSTATION\Marketing\Grafik\Banner_UK_30Prozent\MN60071_12__.jpg
6AB1730FC0D405EFD3787694C96362DF
xmp.iid:7AF424396308E611983EE5005B82D743
\\DISKSTATION\Marketing\Grafik\Layoutvorlage\LEICKE_Wave__.png
0
0
\\DISKSTATION\Marketing\Grafik\Broschüre_März_2017\MANNA\MN60242_06_2000_2000_xy.jpg
0
0
\\DISKSTATION\Marketing\Grafik\Broschüre_März_2017\MANNA\MN60060_08_2000_2000_jh.jpg
0
0
\\DISKSTATION\Marketing\Grafik\Layoutvorlage\LEICKE_Wave__.png
0
0
Print
False
True
1
210.001656
296.999942
Millimeters
HelveticaLT-Condensed
Helvetica LT Condensed
Regular
TrueType
Version 6.1; 2002
False
Helvetica LT Condensed Medium.ttf
HelveticaLT-Condensed-Oblique
Helvetica LT Condensed
Italic
TrueType
Version 6.1; 2002
False
Helvetica LT Condensed Oblique.ttf
HelveticaLT-Condensed-Bold
Helvetica LT Condensed
Bold
TrueType
Version 6.1; 2002
False
Helvetica LT Condensed Bold.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
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
Grautöne
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
Leuchtende 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
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
9 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/Thumb 29 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
22 0 obj
<>stream
HW]}Gay$ws7ߖJ2) dv<|@Dizّ -iBq,ԅ"0{[FYTfL2o "
-
iu2pljH{"aBmO;2ѐ?s鋀Vo}O]+w,i" V":s+*]OZaX?<6뛕2]\~V>