%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
seminario-iliesi-2020-Blank-web
Andreas Blank
siminari ILIESI - Incontri di idee
Early Modern Natural History and the Question of Protestant Hermeneutics
2020-02-21T09:35:12+01:00
2020-02-21T09:35:12+01:00
2020-02-21T09:35:12+02:00
Adobe Illustrator CS5.1
256
256
JPEG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uuid:7f0a750e-388b-4a58-a074-446f8505b563
xmp.did:1A93599C8454EA11A243849CF4561751
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:1993599C8454EA11A243849CF4561751
xmp.did:1993599C8454EA11A243849CF4561751
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:3C40CE78F952EA11ADFEEC4009CE9695
2020-02-19T10:23:21+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:1993599C8454EA11A243849CF4561751
2020-02-21T09:34:25+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:1A93599C8454EA11A243849CF4561751
2020-02-21T09:34:57+01:00
Adobe Illustrator CS5.1
/
Print
False
True
1
210.001652
296.999959
Millimeters
DreamOrphans-Bold
Dream Orphans
Bold
TrueType
Version 2.100 2004
False
dreamorb.ttf
GeosansLight
GeosansLight
Regular
TrueType
1.0
False
GeosansLight_1.ttf
InkFree
Ink Free
Regular
Open Type
Version 1.00
False
Inkfree.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-Semibold
Myriad Pro
Semibold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Semibold.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
Cyan
Magenta
Yellow
Black
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
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
Early Modern Natural Historyand the Question of Protestant Hermeneutics
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
HWMs\Iϯxݷ~<<˴߇g7~wnNs֛yޮ^_^ǻw/}?$mN g=ls7w۫>X裇)߲=[}/-+o߾εl1}Lf$v5?>'}_xQ9j/tkƁMx
{
gt9V{1![,12c{ ~r7(v1uLGqjxR2َd
UB2+&zԼJƗRtjNz Jr2"fRh3qbH鶪 $7؋ ϧF:T2ijx(Q#+cKV@+YްZVnɱpTVk&][ܵsQVEl.8Y YnDDkl.mDo
$Ff fvKl$N0½2TRK``*)m.hin2aMV~uё tʩz)źr*hIOJ%%W 8>f'Q,cuHFRC^v;x#S7
/-RuӞdv&RuQDh݁ ETrMZG@kFF)=Xglg>b`V`R$Φ $MJgwl]tdnu2"m%imZ5j:RVk&JѷS -9`ЕERk[M l6mP}>23hjaL[hīb/A@l6Ş %
QzQ ~-Z3ڎ&Y=:jm+'z|q&Jd'T}k2>ɚ!FлF|ָua2$d b앪 JA88sFx1 b>y!]Jlo\XL89S "!lQPe|D.U6jO-`".! %#:GD$BBFng8CgP]EI>21:*O))`ٳWB|6̘ϥr#@4D\DK:,Z/(4R,T.UH #|]c[ { &JL~
uZ^B;<09fO-qdn@sB?0e4clPXJ}!BEcm٤WrYe"Clia|!CpՄ.
@^i/$x:n=ILjYût.'v2*a6IѪA?MIS9i)\VC讒,RSyz[qmU|l 1dhZI X4"
g:b>զR
c&HeŢw>Qv
hԧݩpY߂4tv2Ɍb_JQQM+r#Q'aqy<7Si@GƞaK|r٪FZXv˖,IK
NK=>Ҥ=4'{?[OA;o͎ÕuirC(RR-C0|q
6NvdIKT S_99I>̕ȹ~d;ip&6F]#UǒZWJk
>ǐntSmo2TcKyeq-3:5uT4Tdi!F2$Rpk8H4LN hvOb5& ͡1Zyg츳KUdabd0#Ät~
0qaP!=WiWLsu1 wXYts:Ǻ.O]K%6j"J<@[o49FW, ;0ZdR
yr6X9-x_|֑۫sj9%E+ۂ4$BRt,Qֈ똍B-J]B?m6vr#"X)ɮaR=YH:F趻C+CbЈ#6g.cDcZ=as
!T>0RK4@[;Y:n9S
.;b֠&FJQAaeZ0,#/0htzy\缳p=[Rw\ɃM^([qY2iEQ`gl4BU~^-Yѓ Oj fsпRF$Zװg^|iڔ/\jLL(@82TaMxִ#?0TY\Nhr"09ZAZn[ ;;EقGcIw:hҍڎM;}
p7A Ӂ [`>$$DO.K`Nj
sDƐ:uu;NG~hMg-B.
}v09\r8F';&>qA*-Ԕ[\>);(?7#bd):DF;FgqmKS6Ybf'K&z;y~>Dv7&z:dߨܣ h"J#tP@ޥRz4u@⛩5L)en5+@za1X[Vz4f*옿.ut Cs!aʐ1ANOQGAbT\84eʊFzj`D|u(`,A1&)%E۩8Gy(
UcpD ʶDFi>]?I嫌Dڹnp3!/j4
FawRBf>fNAC CdܗX S\X4H/
l|
`|kAVJ|D} B"qq6q<9lWBz&/hyQ'\(y$y2^}stu0Ύ:H6
06Af!ڂ>S6N~^TfپΤu\
Sp.kQ;v"/Pr \hIAcjjA'Wy# 0{P*j!|g;Q
> ˅Xcڄ͔{]V>5c{W]-J $R+k&