%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 70 0 R 71 0 R 72 0 R 73 0 R 74 0 R 75 0 R 76 0 R 77 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
B_keyrus_fondation_initiatives_collaborateurs
Adobe Illustrator CC 22.1 (Windows)
2018-09-06T15:28:19+02:00
2018-09-07T10:06:04+02:00
2018-09-07T10:06:04+02:00
256
244
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:7c7a6470-1850-5a49-99af-118e432204b3
uuid:d63cd9e5-81e0-43ae-adcb-ddcfdfdd986a
uuid:74f10ae3-1917-432d-8503-5174035c1828
xmp.did:ac5bf211-ab03-874e-a2b3-a0aa479be877
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:f29b0232-6f6d-424e-9b2d-63cf507cd5b7
2017-07-12T14:08:44+02:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:7c7a6470-1850-5a49-99af-118e432204b3
2018-09-06T15:28:19+02:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
Z:\Graphisme\_Graphisme FRPARSFS03\INFOGRAPHIES\FONDATION\V2\B_keyrus_fondation_initiatives_collaborateurs\Links\0.png
0
0
EmbedByReference
Z:\Graphisme\_Graphisme FRPARSFS03\INFOGRAPHIES\FONDATION\V2\B_keyrus_fondation_initiatives_collaborateurs\Links\logo-fonds-decitre-06-e1410860974446.png
0
0
Z:\Graphisme\_Graphisme FRPARSFS03\INFOGRAPHIES\FONDATION\V2\B_keyrus_fondation_initiatives_collaborateurs\Links\0.png
0
0
Z:\Graphisme\_Graphisme FRPARSFS03\INFOGRAPHIES\FONDATION\V2\B_keyrus_fondation_initiatives_collaborateurs\Links\logo-fonds-decitre-06-e1410860974446.png
0
0
Web
1
True
False
600.000000
966.333333
Pixels
Oswald-Regular
Oswald
Regular
Open Type
Version 4.100
False
Oswald-Regular.ttf
SegoeUI
Segoe UI
Regular
Open Type
Version 5.11
False
segoeui.ttf
SegoeUI-Bold
Segoe UI
Bold
Open Type
Version 5.11
False
segoeuib.ttf
Cyan
Magenta
Yellow
Black
Groupe de nuances par défaut
0
Blanc
RGB
PROCESS
255
255
255
Noir
RGB
PROCESS
0
0
0
Rouge RVB
RGB
PROCESS
255
0
0
Jaune RVB
RGB
PROCESS
255
255
0
Vert RVB
RGB
PROCESS
0
255
0
Cyan RVB
RGB
PROCESS
0
255
255
Bleu RVB
RGB
PROCESS
0
0
255
Magenta RVB
RGB
PROCESS
255
0
255
R=193 V=39 B=45
RGB
PROCESS
193
39
45
R=237 V=28 B=36
RGB
PROCESS
237
28
36
R=241 V=90 B=36
RGB
PROCESS
241
90
36
R=247 V=147 B=30
RGB
PROCESS
247
147
30
R=251 V=176 B=59
RGB
PROCESS
251
176
59
R=252 V=238 B=33
RGB
PROCESS
252
238
33
R=217 V=224 B=33
RGB
PROCESS
217
224
33
R=140 V=198 B=63
RGB
PROCESS
140
198
63
R=57 V=181 B=74
RGB
PROCESS
57
181
74
R=0 V=146 B=69
RGB
PROCESS
0
146
69
R=0 V=104 B=55
RGB
PROCESS
0
104
55
R=34 V=181 B=115
RGB
PROCESS
34
181
115
R=0 V=69 B=157
RGB
PROCESS
0
169
157
R=41 V=71 B=226
RGB
PROCESS
41
171
226
R=0 V=113 B=188
RGB
PROCESS
0
113
188
R=46 V=49 B=146
RGB
PROCESS
46
49
146
R=27 V=20 B=100
RGB
PROCESS
27
20
100
R=102 V=45 B=145
RGB
PROCESS
102
45
145
R=147 V=39 B=143
RGB
PROCESS
147
39
143
R=158 V=0 B=93
RGB
PROCESS
158
0
93
R=212 V=20 B=90
RGB
PROCESS
212
20
90
R=237 V=30 B=121
RGB
PROCESS
237
30
121
R=199 V=178 B=153
RGB
PROCESS
199
178
153
R=153 V=134 B=117
RGB
PROCESS
153
134
117
R=115 V=99 B=87
RGB
PROCESS
115
99
87
R=83 V=71 B=65
RGB
PROCESS
83
71
65
R=198 V=156 B=109
RGB
PROCESS
198
156
109
R=166 V=124 B=82
RGB
PROCESS
166
124
82
R=140 V=98 B=57
RGB
PROCESS
140
98
57
R=117 V=76 B=36
RGB
PROCESS
117
76
36
R=96 V=56 B=19
RGB
PROCESS
96
56
19
R=66 V=33 B=11
RGB
PROCESS
66
33
11
R=35 G=31 B=32
PROCESS
100.000000
RGB
35
31
31
Gris
1
R=0 V=0 B=0
RGB
PROCESS
0
0
0
R=26 V=26 B=26
RGB
PROCESS
26
26
26
R=51 V=51 B=51
RGB
PROCESS
51
51
51
R=77 V=77 B=77
RGB
PROCESS
77
77
77
R=102 V=102 B=102
RGB
PROCESS
102
102
102
R=128 V=128 B=128
RGB
PROCESS
128
128
128
R=153 V=153 B=153
RGB
PROCESS
153
153
153
R=179 V=179 B=179
RGB
PROCESS
179
179
179
R=204 V=204 B=204
RGB
PROCESS
204
204
204
R=230 V=230 B=230
RGB
PROCESS
230
230
230
R=242 V=242 B=242
RGB
PROCESS
242
242
242
Groupe de couleurs Web
1
R=63 V=169 B=245
RGB
PROCESS
63
169
245
R=122 V=201 B=67
RGB
PROCESS
122
201
67
R=255 V=147 B=30
RGB
PROCESS
255
147
30
R=255 V=29 B=37
RGB
PROCESS
255
29
37
R=255 V=123 B=172
RGB
PROCESS
255
123
172
R=189 V=204 B=212
RGB
PROCESS
189
204
212
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
17 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 89 0 R/TrimBox[0.0 0.0 600.0 966.333]/Type/Page>>
endobj
79 0 obj
<>stream
HWˎ[+~,-Y0dDVb"ʂp$CR"gSU}!"s>{={»߽p
n:\]_i;,[w~*>o"cz\å'_ks{K3N5w
|ěuSl"x%.2U|~4>,..iSBxxu3ƞuLG<
3uߗW/{zc))zwwzHOpZiJGN_D#q~Z1EbSt1~.叫%.շ|6wzGVucシq#\Wߞn};}<>r/12V78ɯ2
wuܘ֝=ovɼٞu>K%`$G{2v;-CںKd˕rwk7o6yY)yYmpv<xϗ?OO+pdLJ%=Sb{n[ lm< v9S ޮ;.9_w;0-6SͷdpkQ2wWn锽Q˗^ָق=?(& қ=< <ۯ
"@%XY>$W:Iѭ>v{a'za}zLLDN/N.ex?@e(ëa'=y BJƿYWh|uw& *MB>@VTAS$;0uG"p
\
5U2B*!<*-@A ;+-B\ 6-x6װI*
[!u$7Q)Ζగ#TlpBoŶ
8DHX0϶6p`1%á}* (blĐR/˂pq7%a|2,q9n ; ^H7u:)2{ZS0l^q<!eM%tM˺-8j'㪀4Ntu1L+y[E<