%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R 37 0 R 72 0 R 137 0 R 207 0 R 280 0 R 353 0 R 427 0 R 501 0 R 574 0 R 647 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Stampa
Entretiens de Rome
Les relations de la philosophie avec son histoire. The Relationships of Philosophy with its History
Les relations de la philosophie avec son histoire. The Relationships of Philosophy with its History
ILIESI
CNR
2014-09-22T13:18:45+02:00
2014-09-22T13:18:45+02:00
2014-09-22T11:47:47+02:00
Adobe Illustrator CS5.1
184
256
JPEG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uuid:fdb12663-266e-44cb-880f-63ae9b8d3b43
xmp.did:E1723B823D42E411B8BD87E723886479
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:4e57d090-2f94-ca44-9e52-db524a15dca6
xmp.did:F07F11740720681191099AC2103E6A4B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:E1723B823D42E411B8BD87E723886479
2014-09-22T11:47:47+02:00
Adobe Illustrator CS5.1
/
EmbedByReference
C:\Users\Simona\Documents\Direttore-Pozzo\logo-institut-international-de-philosophie.jpg
Print
False
False
1
210.001652
296.999959
Millimeters
GeosansLight
GeosansLight
Regular
TrueType
1.0
False
GeosansLight_1.ttf
Bebas
Bebas
Regular
TrueType
Bebas versoin1.0
False
BEBAS__.TTF
DreamOrphans-Bold
Dream Orphans
Bold
TrueType
Version 2.100 2004
False
dreamorb.ttf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Bold.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-It.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
MyriadPro-Light
Myriad Pro
Light
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Light.otf
Riesling
Riesling
Regular
TrueType
1.0
False
00699_riesling.ttf
Cyan
Magenta
Yellow
Black
PANTONE 202 EC
Gruppo campioni predefinito
0
Bianco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Nero
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rosso CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Giallo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cyan CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Blu CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
PANTONE 138 PC
PROCESS
100.000000
CMYK
0.000000
50.000000
100.000000
0.000000
PANTONE 202 EC
SPOT
100.000000
RGB
111
9
24
Grigi
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Colori vivaci
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 656 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
649 0 obj
<>stream
HWrF}W#%¸dcW5"GX0D=*TTEt3nNŻSW|8;G0OG]1)^Dn('腢ㅡzGZz'H6q#XkVammu{}l냞nOoU]BWw3=;/[:M;]Kmϳ
bͺ;%T [Z=^Gq;v'40<%ƪ3~hUzg2qU
U 6tC˼)^nX]K%169ee?,z,eJFO9'lYu:+\qJxYRmz o fN缅mxTEYKm͢gI]!b9# 1 mnmY/ދEEB&>^l vuMjNL7Fv/D{qkàUsfL*ӎ
iƎz{p*lҶЏY-3{e\.`EVc-QC?ހ
/FSwa8]!#lYNВ?ă~Hua
OX[}5&ci^mc40翀r&nrc|I/!ljUm*=-R
G1k<nҾm%>%6彨a[Υw{ʜR,R8gF|0}x(lT pr.zW9눸5\*8uj4
q)z=}VES[wK\{}iq(m;MMPCS
pk]f2_9.?=sW|'W3TTVZ\6'ek K?iW,"UXju- 郫$٠8 cTHš\.V5̅tvXL^ֽ1MKG/RqnywLKO*=y%i~V"
03SJHlE[[I!#`L1c_GxEZ02G ˱Wzu
3ϔiLOuL'nպܺ^ЪƐ.,)
XϷ'lتIXOB}ӦeD}ճĄW6@8O7c]si{H|:}.;ҍQ_G,sbwbkllGnsq-k)r|%ͫ'&e(tw\gxbd,A(ʌd SN}==+njRنI%Mjq
"+;W6ğ.4fvB
CcޜT^j묱D"$89O`m7уlU*.
ZV?G +⣡:ȷl*Q>A#0A+a}fZ[̀gT:]9Q}3(Zn#?Co?Jt ǎ-{):xQ28G?n)ca{t3UCĵ
2>
;UMuTG.ewkl.T,tUnjטLB""00Իa
|_Qu?V\TS`[=f}_>c\+\p|$Hw,
*¥Ik8cF+xn?y48xqj_ROHsTsW13Z75J*@Ň^bz0Dž>iAyMFs1fgK/EMnKf|T<&e`>RnB#
4 ޜ?lO}V2LX 53n˃:X'xX纒%fQ%;ꁤL7̱ktRm0E]`Cاu%V6!?XcDFN䆢对:z<0]j/10p"/D'=1ȌBOڌr#af-c]9ٶ; dSDɩDk
"~jjE\ߎ(q\?@7N(tn$Wc{4/@v^z]1ʎ]dh'^wأO!jA
jx="'HDĉ܀ $pQ2L)./|o="I/]T?IDфvɩ(p"$|B*ucG{B8^̈dKX"scGt~"=Uxvb|ttYhÍ
#w57|1TXy=\=:袕E"XhsVX.GdUOBě ,oy-Qqw&c;iO\Lܢ`ff&q/й3UdNH7iplFb:Q(\SpY~3쉱+S&3@D""~. f+&
iu3p`7l4G6 t,:m%P'3;G`SlBXd/Z Axi@UdCΊ߯KbO
"0dzPZ;L{[Bd 5;IBR砏lɪ[ĔlFl.{[E?D2efBb][Y