%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 57 0 R 101 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
menu indipendenza sett 2020
2020-10-27T12:34:20+01:00
2020-10-27T12:34:20+01:00
2020-09-08T15:03:07+02:00
Adobe Illustrator CC 23.0 (Macintosh)
256
148
JPEG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uuid:085050d2-cb6b-8d43-92bf-66f9e2390247
xmp.did:c324545b-cb76-4ee6-80d7-39be4894446b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:70001fec-58ae-47a7-a135-01c922fe7fbd
xmp.did:70001fec-58ae-47a7-a135-01c922fe7fbd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:50de9e91-6383-4fbd-8e1e-e6f1820cbc69
2020-09-08T13:55:48+02:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:c324545b-cb76-4ee6-80d7-39be4894446b
2020-09-08T15:03:05+02:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
True
1
210.000144
297.000083
Millimeters
PTSerif-Regular
PT Serif
Regular
TrueType
13.0d2e1
False
PTSerif.ttc
PTSerif-Bold
PT Serif
Bold
TrueType
13.0d2e1
False
PTSerif.ttc
BallparkWeiner
Ballpark
Weiner
TrueType
Macromedia Fontographer 4.1 10/6/00
False
BALLW___.TTF
BNPepperRegular
BN Pepper
Regular
Open Type
Version 1.001;Fontself Maker 3.5.1
False
BNPepper.otf
MarketDeco
Market Deco
Regular
TrueType
3.0 February 27, 2011
False
Market_Deco.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
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 109 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
103 0 obj
<>stream
HWMqH4ɫ"Fvc{s;n`Iq4HYUxNX}Yu"ن(lN4E^obw?+?ͫ_!Ϝ"dh`nulvѵNEʷ,lVR6tPbZI:khdMJAZJJih*FXYbR1m
JK!j]A@r4:C6em][,дhqVu
5PupDB鄳-Jgt68.Y+ 0.HH^C1NK{X`Y@)tmM+< R\,p)eP )wDtl$|pjH U烈)c
Lý-aYcP\#ލAtN3 >;WtJcu2MkE R("6 tp]ZZCxcb qA0P!0!әf^A&
kFKgK ~cbSwׁpVMcĨetaZ)@~ݎt
8OY@bebrHT=f$'pN`v:Cd%