%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 69 0 R 139 0 R 209 0 R 279 0 R 349 0 R 419 0 R 489 0 R 560 0 R 634 0 R 710 0 R 788 0 R 866 0 R 944 0 R 1022 0 R 1100 0 R 1178 0 R 1261 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Stampa
2021-03-18T10:15:01+01:00
2021-03-18T10:15:01+01:00
2021-03-15T15:04:33+01:00
Adobe Illustrator CC 2017 (Windows)
148
256
JPEG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uuid:ec59403b-b6eb-4c35-9adf-6d45d8edfdb9
xmp.did:b616b2eb-708d-c946-933d-b0bc426c54dc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:122a586e-3ff0-47ac-9305-c2e8012b4a7a
xmp.did:bbffabc7-60ed-8845-83b9-a23281aac743
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:b616b2eb-708d-c946-933d-b0bc426c54dc
2021-03-15T15:04:33+01:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
C:\grafica\fsk\universita-unitelma-sapienza.png
xmp.did:679BCD72E6C111EA95B5B666593048F9
xmp.iid:679BCD71E6C111EA95B5B666593048F9
C:\grafica\fsk\universita-unitelma-sapienza.png
xmp.did:679BCD72E6C111EA95B5B666593048F9
xmp.iid:679BCD71E6C111EA95B5B666593048F9
Print
True
True
1
210.001556
357.011111
Millimeters
OpenSans
Open Sans
Regular
Open Type
Version 1.10
False
OpenSans-Regular.ttf
OpenSans-Italic
Open Sans
Italic
Open Type
Version 1.10
False
OpenSans-Italic.ttf
OpenSans-Semibold
Open Sans
Semibold
Open Type
Version 1.10
False
OpenSans-Semibold.ttf
OpenSans-Bold
Open Sans
Bold
Open Type
Version 1.10
False
OpenSans-Bold.ttf
OpenSans-BoldItalic
Open Sans
Bold Italic
Open Type
Version 1.10
False
OpenSans-BoldItalic.ttf
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 5.22
False
times.ttf
Cyan
Magenta
Yellow
Black
Colore Kline
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
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Colore Kline
SPOT
100.000000
CMYK
100.000000
56.765097
3.054860
14.218400
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 1272 0 R/TrimBox[0.0 0.0 595.28 1012.0]/Type/Page>>
endobj
1263 0 obj
<>stream
HW͎
OWԿ 9ACz.0}Hɖu$`igY"Y/mCI=$M?\[
e߷=~7ɶ'?8Mb8jp m/??(G|Z"ێ!l/34EU4 +aKUMq|?1lK'}x$f#iTel@wv98誈 !
OGɌkkvz9)rdI5e2"~V~2䂱7&0kfʻւAƒQ̳$j]j!gJDIQtZLJ/L/Y$i- }T8ML=o\] LaDt,%&ȏb[\N Ajab8YPH?_+Iǻ.v/f̾kh~\:ZЙ$=-VM`Lo<ٕFѾl"ᾒtu*9W٠ġqNG _v☕l**TfQ[lrI+I@^JQJ?L8~TZ K` ^A\`A 5ۅ>tAm@/z
\ "~0AuN6Al(61|IׁhWcyd>O1w~ile-M% Ѣr>WmA
3d@lPG Ƹee8ZT:$%ZujҞq1ȱ뛺ǚG*C>y9?fW#uzO~$EACT̝=9t5wr[?iRlfubcpJJFbk~Xu:
GQcHYŦH"q]2'E'g
7sC^wy
ACAC9&Nm!8$vdZ2q>㓇e}z×IbyWw˭Ln^^jd1P7S;-BSJɨxF`ShyJ
Awf_WaES3ʪ5Д;I,#iv/"҉p .YHu8A KXLjEE@Dg3}&EISc"k46=";ea ̰wRh9sWT+ޡvR_=P:8@ ?z)N+`ah% )cHn"mq`srqvnaoJdg_ѠdՓ>hm
(]Up7ShF8f_eX;-ʥV3m9*X=[ɽE1 De9j\˱CM p?ks֝Ԡ.^-# `rb
ߠYTm5QɪւGP֟J Qc3,棘%vp;ީX16|9MY%vbq1CTj2y)FѱNT53w|R_˫#>]M#E_nro/gXaU:A胢>CR~i\MX j0rҌTQ#QBSDm'55-
&di芪$[a)RUa@Mѐ&14*=ձ3C-v$)Z%Ō|~';w,>ީ0N[v5A@$L7
ΧxZ{8
xE^5@b8o