%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 166 0 R 321 0 R 421 0 R 522 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Pfefferminzrolle-Produktinformationsblatt
Esko DeskPack 18.1.1.132 Nov 11 2019
2017-01-11T15:57:41+02:00
2020-11-17T10:41:55+01:00
2020-11-17T10:41:55+01:00
184
256
JPEG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xmp.did:91aaea82-b01e-9c47-94f9-2dd95475a1fc
uuid:438083fc-9f78-4a22-9c66-b6a3966cdf4d
proof:pdf
uuid:1AB7CBF8FD92DE11BC9CBE34F28B224B
uuid:13630372-124f-4cfd-858c-11d24ed8c0a1
xmp.did:889D47B7F711E11198FEF790324964BE
uuid:1AB7CBF8FD92DE11BC9CBE34F28B224B
proof:pdf
saved
xmp.iid:889D47B7F711E11198FEF790324964BE
2011-11-18T16:16:12+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:91aaea82-b01e-9c47-94f9-2dd95475a1fc
2017-01-11T15:57:37+01:00
Adobe Illustrator CC 2015 (Windows)
/
EmbedByReference
C:\Dokumente und Einstellungen\M.Krattenmacher\Desktop\Schrift.jpg
C:\Dokumente und Einstellungen\M.Krattenmacher\Desktop\Schrift.jpg
Print
Adobe Illustrator
1
False
True
209.999927
296.999935
Millimeters
NeueHelveticaPro-79CmBold
Neue Helvetica Pro
79 Compressed Bold
Open Type
Version 1.000
False
NeueHelveticaPro-79CmBold.ttf
NeueHelveticaPro-69CmMd
Neue Helvetica Pro
69 Compressed Medium
Open Type
Version 1.000
False
NeueHelveticaPro-69CmMd.ttf
HelveticaLT-Condensed
Helvetica LT Condensed
Regular
TrueType
Version 6.1; 2002
False
LTe50052_0.ttf
HelveticaLT-Condensed-Bold
Helvetica LT Condensed
Bold
TrueType
Version 6.1; 2002
False
LTe50054_0.ttf
HelveticaLT-Condensed-BoldObl
Helvetica LT Condensed
Bold Italic
TrueType
Version 6.1; 2002
False
LTe50055_0.ttf
HelveticaNeue-Bold
Helvetica Neue
75 Bold
Type 1
001.102
False
HLB___.PFB; HLB___.PFM
FuturaLT-Condensed
Futura LT Condensed
Regular
TrueType
Version 6.1; 2002
False
LTe50194_0.ttf
MetaNormal-Roman
Meta Normal
Roman
Type 1
004.460
False
MtNoRo.PFB; MtNoRo.pfm
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
PANTONE 877 C
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
40.000001
HKS 18 N
SPOT
100.000000
CMYK
34.902000
100.000000
60.000002
0.000000
PANTONE 432 C
SPOT
100.000000
CMYK
23.000000
2.000000
0.000000
76.999998
Druckfarben
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000000
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000000
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000000
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000000
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000000
5.000000
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000000
0.000000
10.000000
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000000
10.000000
5.000000
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000000
10.000000
0.000000
Graustufen
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 15.00
False
1
1
mm
297.
210.
0.
0.
0.
0.
1.000000
1.000000
False
False
cyan
process
process
cyan
120.
22.5
C
0.
.6223602295
.8918914795
normal
unknown
magenta
process
process
magenta
120.
52.5
C
.9000854492
0.
.4923858643
normal
unknown
yellow
process
process
yellow
120.
7.5
C
1.
.9308624268
0.
normal
unknown
black
process
process
black
120.
82.5
C
.112991333
.1123657227
.1068115234
normal
unknown
Ebene 1
True
False
0
0
1
2
3
4
Futura LT Condensed Medium
TrueType
local
False
Helvetica LT Condensed Bold
TrueType
local
False
Helvetica LT Condensed Bold Oblique
TrueType
local
False
Helvetica LT Condensed Medium
TrueType
local
False
HelveticaNeue-Bold
Type 1
local
False
MetaNormal-Roman
Type 1
local
False
Neue Helvetica Pro 69 Cm Medium
TrueType
local
False
Neue Helvetica Pro 79 Comp Bold
TrueType
local
False
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 543 0 R/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
524 0 obj
<>stream
HWMdGaUYW H0Bh3F^dDd"Hh]eFGG}rןǟ~r>s>'_.)]FbV2s]z;}}zsit#ߜJoKjuZӋOW~篿xySyuɩc^7/}śo?ҷ~u7jsbտ?Fgy7{>v~G/l n;ý
;RϯNeΡ %;% U6tzF> ӏL5?:n] ٮ0]icv/%tnUr%+H%k}?0] 6}[祔4÷4Ey%53Ŝ W^a$M
bu+uY<ʱ
hfa]2OMˢ[䟻8uׁK:
fJk2h&3:3tif|:BgPf
`W_~N|,!VsϓmccQD xyy2kUpĵ1ێCwzXw{)σWbjYF,vMz2xC
]=Y]zu½1Wߜ