%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Kraeftemessen_in_Kinderschuhen
Adobe Illustrator CC 22.1 (Windows)
2018-05-30T08:58:31+02:00
2018-05-30T08:58:31+02:00
2018-05-30T08:58:31+02:00
192
256
JPEG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==
uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
xmp.did:420f64e6-011d-3747-a28e-26bee2016603
uuid:0a3b6849-a4f7-435b-b24c-84ca24e337df
proof:pdf
uuid:ec456e48-5fd4-4875-93c4-e073576b0227
xmp.did:03811155-2e06-d540-85f9-58f10d0c940a
uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
proof:pdf
saved
xmp.iid:420f64e6-011d-3747-a28e-26bee2016603
2018-05-30T08:58:28+02:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
C:\Users\reichl\Desktop\News\Pressespiegel\Kraeftemessen_in_kinderschuhen.jpg
0
0
C:\Users\reichl\Desktop\News\Pressespiegel\Kraeftemessen_in_kinderschuhen.jpg
0
0
Basic RGB
1
False
True
210.000000
297.000000
Millimeters
ArialNarrow
Arial
Narrow
Open Type
Version 2.40
False
ARIALN.TTF
ArialMT
Arial
Regular
Open Type
Version 6.98
False
arial.ttf
Arial-Black
Arial
Black
Open Type
Version 5.22
False
ariblk.ttf
Cyan
Magenta
Yellow
Black
Standard-Farbfeldgruppe
0
Weiß
RGB
PROCESS
255
255
255
Schwarz
RGB
PROCESS
0
0
0
RGB Rot
RGB
PROCESS
255
0
0
RGB Gelb
RGB
PROCESS
255
255
0
RGB Grün
RGB
PROCESS
0
255
0
RGB Cyan
RGB
PROCESS
0
255
255
RGB Blau
RGB
PROCESS
0
0
255
RGB Magenta
RGB
PROCESS
255
0
255
R=193 G=39 B=45
RGB
PROCESS
193
39
45
R=237 G=28 B=36
RGB
PROCESS
237
28
36
R=241 G=90 B=36
RGB
PROCESS
241
90
36
R=247 G=147 B=30
RGB
PROCESS
247
147
30
R=251 G=176 B=59
RGB
PROCESS
251
176
59
R=252 G=238 B=33
RGB
PROCESS
252
238
33
R=217 G=224 B=33
RGB
PROCESS
217
224
33
R=140 G=198 B=63
RGB
PROCESS
140
198
63
R=57 G=181 B=74
RGB
PROCESS
57
181
74
R=0 G=146 B=69
RGB
PROCESS
0
146
69
R=0 G=104 B=55
RGB
PROCESS
0
104
55
R=34 G=181 B=115
RGB
PROCESS
34
181
115
R=0 G=169 B=157
RGB
PROCESS
0
169
157
R=41 G=171 B=226
RGB
PROCESS
41
171
226
R=0 G=113 B=188
RGB
PROCESS
0
113
188
R=46 G=49 B=146
RGB
PROCESS
46
49
146
R=27 G=20 B=100
RGB
PROCESS
27
20
100
R=102 G=45 B=145
RGB
PROCESS
102
45
145
R=147 G=39 B=143
RGB
PROCESS
147
39
143
R=158 G=0 B=93
RGB
PROCESS
158
0
93
R=212 G=20 B=90
RGB
PROCESS
212
20
90
R=237 G=30 B=121
RGB
PROCESS
237
30
121
R=199 G=178 B=153
RGB
PROCESS
199
178
153
R=153 G=134 B=117
RGB
PROCESS
153
134
117
R=115 G=99 B=87
RGB
PROCESS
115
99
87
R=83 G=71 B=65
RGB
PROCESS
83
71
65
R=198 G=156 B=109
RGB
PROCESS
198
156
109
R=166 G=124 B=82
RGB
PROCESS
166
124
82
R=140 G=98 B=57
RGB
PROCESS
140
98
57
R=117 G=76 B=36
RGB
PROCESS
117
76
36
R=96 G=56 B=19
RGB
PROCESS
96
56
19
R=66 G=33 B=11
RGB
PROCESS
66
33
11
Kalt
1
C=56 M=0 Y=20 K=0
RGB
PROCESS
101
200
208
C=51 M=43 Y=0 K=0
RGB
PROCESS
131
139
197
C=26 M=41 Y=0 K=0
RGB
PROCESS
186
155
201
Graustufen
1
R=0 G=0 B=0
RGB
PROCESS
0
0
0
R=26 G=26 B=26
RGB
PROCESS
26
26
26
R=51 G=51 B=51
RGB
PROCESS
51
51
51
R=77 G=77 B=77
RGB
PROCESS
77
77
77
R=102 G=102 B=102
RGB
PROCESS
102
102
102
R=128 G=128 B=128
RGB
PROCESS
128
128
128
R=153 G=153 B=153
RGB
PROCESS
153
153
153
R=179 G=179 B=179
RGB
PROCESS
179
179
179
R=204 G=204 B=204
RGB
PROCESS
204
204
204
R=230 G=230 B=230
RGB
PROCESS
230
230
230
R=242 G=242 B=242
RGB
PROCESS
242
242
242
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
11 0 obj
<>stream
HWndWԑ
oj_|-/:x|4[ZdKb?U_w
VZr|͛?/>7+;՚]^53?΄WS8.݊Sw+W*c(
pHS.si
Sra9^vc.V߮MGxnv
1)%|;MMR<,ѸɥqJQ&M)VӦ=#9d[lReSqC)s4~*!ݫ8ق{44Řpn'^6SsOr7lc'oØ!}P=6
=0>O[lRhË2s'5 O't`y*Map/yZrb,~F{U͓Ʈ
68>1+Bc.~jqbsd\.b#x^K}XS0ec"ntIF|1ppܥE| v*38{a2XLd^pY5'68ɂ~xj@~\ |$DgfWKYAHG4FPEgVm%I5ĥ!ļ&,)exlޞ0(1%̭UgӀ0%XƘϧ2B