%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
programma_SYPCIT_5 settembre
2016-08-31T10:02:52+02:00
2016-08-31T10:02:52+02:00
2016-08-31T10:02:52+02:00
Adobe Illustrator CS5.1
180
256
JPEG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=
uuid:2444ca2f-dce2-f74f-b9ad-9a5e21320946
xmp.did:F77F117407206811871FD31AA39C20C0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d2c38655-7704-404a-99bd-f51ef68d34f4
xmp.did:F87F11740720681188C6D12A84D27C7D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F87F11740720681188C6D12A84D27C7D
2016-07-28T17:18:25+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F77F117407206811871FD31AA39C20C0
2016-08-31T10:02:41+02:00
Adobe Illustrator CS5.1
/
EmbedByReference
/Users/webtv/Desktop/Grafica/Adiconsum/Mensile/2013/02 materiale/img ridimensionate/using_twitter copia.png
EmbedByReference
/Users/webtv/Desktop/SYPCIT/materiale/chiave_CHIARA.jpg
EmbedByReference
/Users/webtv/Downloads/shutterstock_358844015.jpg
EmbedByReference
/Users/webtv/Desktop/Grafica/2016/Progetti 2016/SYPCIT/materiale/loghi partner/logo gdf alta.png
EmbedByReference
/Users/webtv/Desktop/Grafica/2016/Progetti 2016/SYPCIT/materiale/loghi partner/logo_tor_vergata-01.png
EmbedByReference
/Users/webtv/Desktop/Grafica/2016/SYPCIT/materiale/altro/expertsystem@2x.png
EmbedByReference
/Users/webtv/Desktop/Grafica/2016/Progetti 2016/SYPCIT/materiale/loghi partner/info-cons.png
Print
False
True
1
20.999993
29.700013
Centimeters
WalkwayBlack
Walkway Black
Regular
TrueType
1.0
False
Walkway Black.ttf
WalkwayObliqueUltraBold
Walkway Oblique UltraBold
Regular
TrueType
1.0
False
Walkway Oblique UltraBold.ttf
WalkwaySemiBold
Walkway SemiBold
Regular
TrueType
1.0
False
Walkway SemiBold.ttf
WalkwayUltraBold
Walkway UltraBold
Regular
TrueType
1.0
False
Walkway UltraBold.ttf
Cyan
Magenta
Yellow
Black
PANTONE 361 C
PANTONE 3425 C
PANTONE 355 C
PANTONE 368 C
PANTONE 186 C
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=85 M=50 Y=0 K=0 1
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
PANTONE 186 C
SPOT
100.000000
CMYK
0.000000
100.000000
81.000000
4.000000
PANTONE 3425 C
SPOT
100.000000
CMYK
100.000000
0.000000
78.000000
42.000000
PANTONE 355 C
SPOT
100.000000
CMYK
94.000000
0.000000
100.000000
0.000000
PANTONE 361 C
SPOT
100.000000
CMYK
69.000000
0.000000
100.000000
0.000000
PANTONE 368 C
SPOT
100.000000
CMYK
57.000000
0.000000
100.000000
0.000000
C=85 M=50 Y=0 K=0 2
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=54 M=5 Y=0 K=0
CMYK
PROCESS
53.725498
5.097997
0.392199
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
89.999405
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
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
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 9.90
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/MC1<>/MC2<>/MC3<>/MC4<>>>/XObject<>>>/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HlWˮܟn62HYvXr`kOWgΑ,>$n~?>>yFkE;,zZufUQ>>L5vyqrD9ʃq?=uzcNޤ]%F?d&_kr]˺>Դ)ڙǏ=GscЏ{mQq6!ci*X[?ڹʝgy?,-Rkݏ;GŒe6[Œ~Bs"D~@b9{G9gƞ3a2mYy.seQ?,;W~yZq'$
C5)gXjz ֬2_