%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
137_spettacolo_def
2018-02-14T14:49:14+01:00
2018-02-14T14:49:14+01:00
2018-02-14T14:49:14+01:00
Adobe Illustrator CC 22.0 (Macintosh)
216
256
JPEG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uuid:21405e44-bf70-fa4a-8541-b17f4e74ce69
xmp.did:4223cd11-4fef-4127-abf3-656bd5bc9829
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a7199f80-cbc9-464e-8d02-b10c26e6e943
xmp.did:e6bc7cea-fa06-46e5-ba7b-fd5342628366
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:e6bc7cea-fa06-46e5-ba7b-fd5342628366
2018-02-12T16:21:19+01:00
Adobe Illustrator CC 22.0 (Macintosh)
/
saved
xmp.iid:4223cd11-4fef-4127-abf3-656bd5bc9829
2018-02-14T14:49:11+01:00
Adobe Illustrator CC 22.0 (Macintosh)
/
Print
False
False
1
297.000000
420.000000
Millimeters
AvenirNext-Regular
Avenir Next
Regular
TrueType
12.0d1e9
False
Avenir Next.ttc
Futura-Bold
Futura
Bold
TrueType
11.0d2e1
False
Futura.ttc
FuturaBT-Heavy
Futura Hv BT
Heavy
TrueType
mfgpctt-v4.4 Dec 29 1998
False
FUTURAH.TTF
FuturaBT-Light
Futura Lt BT
Light
TrueType
mfgpctt-v4.4 Dec 29 1998
False
FUTURAL.TTF
FuturaBT-Medium
Futura Md BT
Medium
TrueType
mfgpctt-v4.4 Nov 27 1998
False
FUTURAM.TTF
FuturaBT-ExtraBlack
Futura XBlk BT
Extra Black
TrueType
mfgpctt-v4.4 Jan 1 1999
False
FUTURAXK.TTF
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
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
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 15.00
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
14 0 obj
<>stream
HlI%Dy@8ӹU J-t@
t@ϜB'|077~w~}zW?QF_1[}Vis_ո7c,^~C~MhO[8gag3ʨuOlǯZ=~bQ{z+4J^k+}`tηc_"2V#{{hVZkX~
qM0G;ל,]JZZk 11wyQKx3,Cw.nԲL%t_?NMʌ կ{m_̋FcڔC'?>8vOƁ`dX(CV@ȸg$,ڑQz&H\e^V--Bϭ^,XsB.0&^u*IZ۹;z}c6