%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Expo_Plan_Leogang_2019
2019-09-02T10:43:48+02:00
2019-09-02T10:43:48+02:00
2019-09-02T10:43:48+02:00
Adobe Illustrator CS6 (Macintosh)
256
172
JPEG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uuid:a67e3cf0-30d5-cc48-80d7-e310c76476b5
xmp.did:0180117407206811822AEE5F2CD8F66D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:21b0a122-337b-ca4f-a6f2-c40ae0991f6c
xmp.did:0280117407206811822A96B20BD69C94
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F87F1174072068118C14B17A2CB99034
2013-02-22T12:05:30+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:0180117407206811822AEE5F2CD8F66D
2019-09-02T10:43:34+02:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/alexdiazdearce/Desktop/Ley Events/2019/Messe Willingen 2019/600px-Zeichen_314_-_Parken,_StVO_2017.svg.png
EmbedByReference
/Users/alexdiazdearce/Desktop/Ley Events/2019/Messe Willingen 2019/600px-Zeichen_314_-_Parken,_StVO_2017.svg.png
EmbedByReference
/Users/alexdiazdearce/Desktop/Ley Events/2019/Messe Willingen 2019/600px-Zeichen_314_-_Parken,_StVO_2017.svg.png
EmbedByReference
/Users/alexdiazdearce/Desktop/Ley Events/2019/Messe Willingen 2019/600px-Zeichen_314_-_Parken,_StVO_2017.svg.png
EmbedByReference
/Users/alexdiazdearce/Desktop/Ley Events/2019/Messe Willingen 2019/600px-Zeichen_314_-_Parken,_StVO_2017.svg.png
EmbedByReference
/Users/alexdiazdearce/Desktop/Logos/Tour Transalp/Sponsorenlogos/Scott/SCOTT_LOGO_ HORIZONTAL_BLACK.eps
EmbedByReference
/Users/alexdiazdearce/Desktop/Logos/BIKE_ohneUT_4CNeuesGruen.eps
EmbedByReference
/Users/alexdiazdearce/Desktop/Zelt.jpg
EmbedByReference
/Users/alexdiazdearce/Desktop/WM.jpg
EmbedByReference
/private/var/folders/44/yp0h0wnx43g5ns9zyj675wjr0000gn/T/TemporaryItems/DwKzK6.tif
EmbedByReference
/private/var/folders/44/yp0h0wnx43g5ns9zyj675wjr0000gn/T/TemporaryItems/U6asUv.tif
EmbedByReference
/private/var/folders/44/yp0h0wnx43g5ns9zyj675wjr0000gn/T/TemporaryItems/U6asUv.tif
EmbedByReference
/private/var/folders/44/yp0h0wnx43g5ns9zyj675wjr0000gn/T/TemporaryItems/DwKzK6.tif
EmbedByReference
/Users/alexdiazdearce/Desktop/LeyEvents/CDM Olympia/Cycling Day/Illustrator/Symbole/Halteverbot_283.png
EmbedByReference
/Users/alexdiazdearce/Desktop/LeyEvents/CDM Olympia/Cycling Day/Illustrator/Symbole/Dusche.png
EmbedByReference
/Users/alexdiazdearce/Desktop/Logos/Tour Transalp/Sponsorenlogos/Scott/SCOTT_LOGO_ HORIZONTAL_BLACK.eps
EmbedByReference
/Users/alexdiazdearce/Desktop/LeyEvents/CDM Olympia/Cycling Day/Illustrator/Symbole/Halteverbot_283.png
EmbedByReference
/Users/alexdiazdearce/Desktop/Bildschirmfoto 2018-06-04 um 08.37.54.png
Print
True
True
1
594.000263
419.999514
Millimeters
RobotoCondensed-Regular
Roboto Condensed
Regular
TrueType
Version 2.137; 2017
False
RobotoCondensed-Regular.ttf
RobotoCondensed-Bold
Roboto Condensed
Bold
TrueType
Version 2.137; 2017
False
RobotoCondensed-Bold.ttf
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
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
PANTONE 308 C
SPOT
100.000000
CMYK
100.000000
5.010000
0.000000
47.009998
PANTONE 3145 C
SPOT
100.000000
CMYK
100.000000
0.000000
19.010000
22.999998
PANTONE 382 C
SPOT
100.000000
CMYK
29.000000
0.000000
100.000000
0.000000
PANTONE 2925 C
SPOT
100.000000
CMYK
85.009995
24.010000
0.000000
0.000000
PANTONE 368 C
SPOT
100.000000
CMYK
57.010002
0.000000
100.000000
0.000000
PANTONE 2728 C
SPOT
100.000000
CMYK
96.010002
69.009995
0.000000
0.000000
PANTONE 485 CV 1
SPOT
100.000000
CMYK
0.000000
100.000000
91.000000
0.000000
Pantone 293 C Kopie
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
Pantone 293 C
SPOT
100.000000
CMYK
100.000000
70.196098
0.000000
5.098000
PANTONE 186 C
SPOT
100.000000
LAB
44.705898
68
40
PANTONE 376 U
PROCESS
100.000000
CMYK
50.000000
0.000000
100.000000
0.000000
PANTONE 2405 C
SPOT
100.000000
LAB
40.392200
70
-27
PANTONE 1375 C
SPOT
100.000000
LAB
75.294098
34
76
PANTONE 661 C
SPOT
100.000000
LAB
23.529400
14
-60
PANTONE 2995 C
SPOT
100.000000
LAB
62.745098
-28
-42
PANTONE 430 C
SPOT
100.000000
LAB
55.294098
-3
-5
C=8 M=2 Y=1 K=5
SPOT
100.000000
CMYK
7.843100
1.960800
1.176500
5.098000
GoPro Blue
SPOT
100.000000
CMYK
100.000000
67.843094
0.000000
0.000000
GoPro Cyan
SPOT
100.000000
CMYK
100.000000
0.000000
0.000000
0.000000
PANTONE Reflex Blue C
SPOT
100.000000
LAB
14.902000
32
-67
PANTONE Blue 072 C
SPOT
100.000000
LAB
17.647100
43
-76
PANTONE Process Black U
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
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
89.999405
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
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 1683.78 1190.55]/Type/Page>>
endobj
6 0 obj
<>stream
HԗK49u@
qYp6`3`ǿ~S>?c1wu>XIy|O<=<io'G~̅oW6ܮ9fďYΖ|Fi-6YOo+}6v+ivx[rFl~AXrm-ӧ|=Y.HdӷFh]RC9d,nXlr h{<qto%NISK0Z[W}ڧ令T{+= VWuRp62vj\cĵ+azVʜG7