%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Locandina
2018-03-08T17:47:16+01:00
2018-03-08T17:47:16+01:00
2018-03-08T17:47:16+02:00
Adobe Illustrator CS6 (Windows)
216
256
JPEG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uuid:0c799dc1-b76c-4872-882d-dcded73b3e40
xmp.did:C978D553F022E8119F84863B8420C019
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b3580d88-f439-4948-a65d-40bd637c242e
xmp.did:A1EA36267221E811A03DFBBC54D2EA2D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:A1EA36267221E811A03DFBBC54D2EA2D
2018-03-06T20:11:18+01:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:C978D553F022E8119F84863B8420C019
2018-03-08T17:47:02+01:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
G:\Lab Informatica\Volantini\logo rodari.png
EmbedByReference
G:\Lab Informatica\Volantini\Senza titolo-1.png
EmbedByReference
G:\Lab Informatica\Volantini\logo-vero-h.gif
EmbedByReference
G:\Lab Informatica\Volantini\Escaping_criticism5.png
Print
False
True
1
699.999306
1000.001666
Millimeters
Arial-Black
Arial
Black
Open Type
Version 5.22
False
ariblk.ttf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-BoldIt.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Semibold.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
Pino.colore3
SPOT
100.000000
CMYK
55.000000
60.000004
85.000000
14.999999
Pino.colore12
SPOT
100.000000
CMYK
9.000000
14.999999
34.000000
0.000000
Pino.colore11
SPOT
100.000000
CMYK
14.999999
25.000000
48.669998
0.000000
Pino.colore8
SPOT
100.000000
CMYK
61.129997
59.130001
89.730003
0.000000
Pino.colore6
SPOT
100.000000
CMYK
79.000000
69.000000
100.000000
0.000000
Pino.colore4
SPOT
100.000000
CMYK
62.279999
61.860001
91.859993
11.280000
Pino.colore9
SPOT
100.000000
CMYK
45.999996
53.329998
85.329994
0.000000
Pino.colore10
SPOT
100.000000
CMYK
40.709999
47.860001
78.000000
0.000000
Pino.colore2
SPOT
100.000000
CMYK
5.000000
30.000002
35.000000
65.000000
Pino.colore1
SPOT
100.000000
CMYK
0.000000
26.999998
42.999996
79.000000
Pino.colore5
SPOT
100.000000
CMYK
72.669998
67.669998
100.000000
0.000000
Pino.colore7
SPOT
100.000000
CMYK
64.860001
62.290001
93.709999
0.000000
Quercia.colore3
SPOT
100.000000
CMYK
0.000000
44.300003
80.000000
30.000002
Quercia.colore2
SPOT
100.000000
CMYK
0.000000
39.000000
70.000000
24.000000
Quercia.colore4
SPOT
100.000000
CMYK
0.000000
49.600002
90.000000
36.000000
Quercia.colore1
SPOT
100.000000
CMYK
0.000000
55.000000
100.000000
42.000000
Corteccia.colore2
SPOT
100.000000
CMYK
50.000000
30.000002
90.000000
45.000000
Corteccia.colore1
SPOT
100.000000
CMYK
40.000000
50.000000
80.000000
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
89.999405
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
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 1984.25 2834.65]/Type/Page>>
endobj
6 0 obj
<>stream
HW]o}GnHBNEȊVk 3g.ťM&im`ݽ;g̼?ߞᛋa/?/^d&ZTbBJ~M"2kMW'
2v:~>B!NYըvpϼSCD
yn?.4܂f6ڦX}v%B$·ڂiw/6;!ǀopg($G\Ca2H^ݔ/,/ƿmXoa+źC[><=}W3ɷOc\';~
.aU'k6/i4\ai<0u<˽_UF͂9n1؟7IBC.iJ!yksu~9zvvs}.Xh%L>~S1ҳnV,_fDefZ]]µ^ެ.6xĈʊG0,o61e7YP̧>LlDM,%/WjX߾l7ߏ/Wvپގ˱5ir}koa=߮Y J\, NPXn#ڞHjmH@M-!oF@g߮AzS
)Tue@'° 8PAxefrq/@U23UI;U(QqxGXq/2̬rj9 e~_ j6vpn|ּfx G"BL %H>R1
@fք &M9<4IWHwtWҸFFKӡA`%-7OY
@uoֶOX~B,_&/i`xPUhMm( :(dIPy
O`}Ϭs,: oC=r)7BMNHX̒v)g#A0*=*V ,_Cfu.<v`\;WsGjDF;b&X#"@DFB".ux!"XjS6fV-TΤ;$RBGWqMQYsdG5KRkLtl&,
-EDb4G$0ɑmVaSU\-FDtVT]gjӊ٤&g)8L4I̩HMPqL6#Rцs)LfTQY,I_Bϼ_(T;
Zbx0 @vlCβU1V)(<$;yZq$N-tΗz8-UEjHDk7l:X}OX'+-zixvZ5."3܇7dӒpFEҖtHst`@\C8ZLtp@KJh-fWQb}K\أLoQXϨǜEh]ЌrH`A(-ue&
7w J9xVT5Yi ]ȳ&`EyfLV6$Fcbm:]Q"Ѭ 2bE]by*ܧ=.KGFՅyhU UIpQꤤ=.aLaUiuĎN&abգ6&ah,<66}KXF7aR@Rd5ei"F<8-f ?@Rq]=E}ﰑaٕ[>AEiP .w.j}g_&XzJ7+tL6Yw+d6v;*rөj +r.HD&0֡4vFA +jR\N$\C[U!R63.fDځ[^MJQKw*lZ>+NQc#3*1Rlj]qd'd.F!]8&9@k