%PDF-1.5
%
2 0 obj
<<
/Metadata 4 0 R
/OCProperties <<
/D <<
/OFF [5 0 R]
/ON [6 0 R 7 0 R 8 0 R]
/Order 9 0 R
/RBGroups []
>>
/OCGs [6 0 R 5 0 R 7 0 R 8 0 R]
>>
/Pages 10 0 R
/Type /Catalog
>>
endobj
4 0 obj
<<
/Length 54639
/Subtype /XML
/Type /Metadata
>>
stream
application/pdf
ü_Infografik_Positionspapier_V1
2021-03-26T07:05:33+01:00
256
92
JPEG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2021-03-26T07:05:32+02:00
Adobe Illustrator CS6 (Windows)
2021-04-08T08:17:53+02:00
uuid:114e4a5d-3a27-4306-aafc-2617fa5ea649
uuid:4385d144-1fe4-40bd-b5ee-2777f1283143
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:e1278401-8456-44ee-b0e0-55df9d60deb3
xmp.did:9956BAEFF186EB11AAB29312EF930A38
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F2DFA771A684EB11BA7D933B19262973
2021-03-14T10:19:57+01:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:BA191722F98DEB118A0CC1B5B3322F2D
2021-03-26T07:05:27+01:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\Natascha\Desktop\Uli_Wald\Layout\2021-02-25_LWV-BW_Logo_1280.png
EmbedByReference
C:\Users\Natascha\Desktop\Uli_Wald\Layout\2021-02-25_LWV-BW_Logo_1280.png
Print
False
True
1
296.999959
209.999929
Millimeters
DMSans-Bold
DM Sans
Bold
TrueType
Version 1.200; ttfautohint (v1.8.3)
False
DMSans-Bold.ttf
DMSans-Regular
DM Sans
Regular
TrueType
Version 1.200; ttfautohint (v1.8.3)
False
DMSans-Regular.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
Cyan
Magenta
Yellow
Black
Standard-Farbfeldgruppe
0
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
R=96 G=62 B=42
PROCESS
100.000000
CMYK
40.192299
63.570602
73.318100
56.548397
R=140 G=179 B=71
PROCESS
100.000000
CMYK
53.194500
9.805400
87.121399
0.235000
PANTONE 332 UP
PROCESS
100.000000
CMYK
38.455799
2.621500
26.208900
0.000000
PANTONE 431 UP
PROCESS
100.000000
CMYK
63.680500
46.472900
35.257500
20.712601
R=224 G=224 B=224
PROCESS
100.000000
CMYK
14.685300
10.238800
11.505300
0.000000
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Farbgruppe 1
1
Tannengrün
CMYK
PROCESS
83.000000
20.999998
100.000000
6.000000
Laubgrün
CMYK
PROCESS
66.000000
2.999997
100.000000
0.000000
Sommergrün
CMYK
PROCESS
36.000000
0.000000
98.999992
0.000000
Frühlingsgrün
CMYK
PROCESS
54.961502
0.000000
100.000000
0.000000
Akzent-Farbe
CMYK
PROCESS
0.000000
82.751205
48.697601
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Adobe PDF library 10.01
endstream
endobj
20 0 obj
<<
/Filter /FlateDecode
/Length 141057
>>
stream
HtW[eI
U
_!>X@i$$vODZ[c;m_O߮?}k~ziv9Үe8Hck3_&W