%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Les lieux de l'éthiqueV2.Focus
2018-01-17T11:38:14+01:00
2018-01-17T11:38:14+01:00
2018-01-17T09:31+01:00
Adobe Illustrator CS6 (Macintosh)
256
164
JPEG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uuid:47a28b40-dea3-c14f-8746-db799d4d5529
xmp.did:0180117407206811822ABF6939D7EE75
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:0170b7cc-4c2f-164c-9098-36d300ab7903
xmp.did:0180117407206811822AC61E2882F946
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:018011740720681183D1F2D58F60C1FC
2017-03-06T15:26:43+01:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0180117407206811822ABF6939D7EE75
2018-01-17T09:31:01+01:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/jean-loup.miquel/Documents/IRphL/IRphiL2018/Logo Univ-Lausanne.jpg
EmbedByReference
/Users/jean-loup.miquel/Documents/logo couleur/LYON 3/PHILO_Vecto[1].pdf
EmbedByReference
/Users/jean-loup.miquel/Documents/IRphL/IRphiL2018/Our Vitruve6x6.jpg
Print
False
False
1
296.999959
419.999514
Millimeters
GothamBlack
GothamBlack
Regular
Open Type
001.000
False
GothamBlack.otf
GothamBold-Italic
GothamBold
Italic
Open Type
001.000
False
GothamBold-Italic.otf
GothamBold
GothamBold
Regular
Open Type
001.000
False
GothamBold.otf
GothamLight-Italic
GothamLight
Italic
Open Type
001.000
False
GothamLight-Italic.otf
GothamLight
GothamLight
Regular
Open Type
001.000
False
GothamLight.otf
GothamMedium
GothamMedium
Regular
Open Type
001.000
False
GothamMedium.otf
GothamUltra
GothamUltra
Regular
Open Type
001.000
False
GothamUltra.otf
ZurichBT-RomanCondensed
Zurich Cn BT
Regular
TrueType
mfgpctt-v4.4 Dec 23 1998
False
ZURCHC.TTF
Cambria
Cambria
Regular
Open Type
Version 5.97
False
Cambria.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Groupe de nuances par défaut
0
Blanc
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Noir
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rouge CMJN
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Jaune CMJN
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Vert CMJN
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cyan CMJN
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Bleu CMJN
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMJN
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 J=90 N=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=0 M=90 J=85 N=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 J=95 N=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 J=100 N=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 J=85 N=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 J=90 N=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 J=100 N=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 J=100 N=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 J=100 N=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 J=100 N=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 J=95 N=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 J=75 N=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 J=45 N=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 J=0 N=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 J=0 N=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 J=5 N=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 J=25 N=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 J=0 N=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 J=0 N=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 J=35 N=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 J=50 N=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 J=20 N=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 J=40 N=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 J=50 N=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 J=60 N=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 J=65 N=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 J=65 N=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 J=75 N=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 J=80 N=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 J=90 N=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 J=100 N=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 J=80 N=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Gris
1
C=0 M=0 J=0 N=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 J=0 N=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 J=0 N=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 J=0 N=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 J=0 N=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 J=0 N=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 J=0 N=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 J=0 N=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 J=0 N=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 J=0 N=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 J=0 N=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Couleurs vives
1
C=0 M=100 J=100 N=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 J=100 N=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 J=95 N=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 J=100 N=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 J=0 N=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 J=0 N=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 138 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
130 0 obj
<>stream
HܗɎEyZk! [$4>ET]MigH ؕ1{?_ywn[nn
}qß>_xKH~=;W}\^~ݏ7ZjuVW )?1sp{li>?
%O