%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
locandina 2 copia
2019-07-30T10:47:12+02:00
2019-07-30T10:47:12+02:00
2019-07-30T10:47:12+02:00
Adobe Illustrator CS6 (Windows)
184
256
JPEG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=
uuid:8465b6e2-d237-4e66-8180-a18b8e297442
xmp.did:1D177D529AB2E911813F806CB5ED911D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d42c0317-e18b-459f-94c5-8aa22d237eec
xmp.did:94C17699E4AEE9118A40CF5DAF932F0A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:94C17699E4AEE9118A40CF5DAF932F0A
2019-07-25T16:03:01+02:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:1D177D529AB2E911813F806CB5ED911D
2019-07-30T10:47:10+02:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
\\Proeventi-nas\proeventi\CONSOLETTI\grafica\Fotolia_196698164_S.jpg
EmbedByReference
\\Proeventi-nas\proeventi\CONSOLETTI\grafica\SIAARTI.png
EmbedByReference
\\Proeventi-nas\proeventi\CONSOLETTI\grafica\fondazione isal.jpg
EmbedByReference
\\Proeventi-nas\proeventi\PRO EVENTI GRAFICA\logo jpeg.JPG
EmbedByReference
\\Proeventi-nas\proeventi\CAPALBO\grafica\oorr.bmp
EmbedByReference
\\Proeventi-nas\proeventi\CAPALBO\grafica\LOGO UNIFG.jpg
EmbedByReference
\\Proeventi-nas\proeventi\CONSOLETTI\grafica\Fotolia_196698164_S.jpg
Print
False
True
1
32.000114
43.999864
Centimeters
CenturyGothic
Century Gothic
Regular
Open Type
Version 2.35
False
GOTHIC.TTF
ErasITC-Demi
Eras Demi ITC
Regular
Open Type
Version 1.01
False
ERASDEMI.TTF
ErasITC-Bold
Eras Bold ITC
Regular
Open Type
Version 1.01
False
ERASBD.TTF
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-It.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
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
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
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
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
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 907.09 1247.24]/Type/Page>>
endobj
12 0 obj
<>stream
HWMoﯘ#yਫq AA0ZfB6_znCrgg>^zߦ嫯.wi-}ղ4~y?çݛo>ݟ_h&"kZ("o^5/mo:l`/Ԗ7?=)|7=v,>V~]GZڴE5oWq7jar-/O?]绗aWdXu}[vZ*Wau0w.-?/OϟO?/jڏ1]=eq'~[E