%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Locandina 5
2018-11-07T23:52:11+01:00
2018-11-07T23:52:11+01:00
2018-11-07T23:52:11+01:00
Adobe Illustrator CC (Macintosh)
192
256
JPEG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uuid:f66ce5bd-cffe-964a-8f8f-15f7c5c61993
xmp.did:33730fb6-25a0-4562-bf75-745d47149f9c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:9a585f2a-ea36-cc4b-aa11-c808ac12fc78
xmp.did:4e745d44-b075-45f2-a4ec-d5aa94af3b91
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:be84d486-2cf3-4b2c-91d5-7e4720d2b72b
2018-11-05T21:53:10+01:00
Adobe Illustrator CC (Macintosh)
/
saved
xmp.iid:33730fb6-25a0-4562-bf75-745d47149f9c
2018-11-07T23:52:08+01:00
Adobe Illustrator CC (Macintosh)
/
EmbedByReference
/Volumes/Pro Loco/Eventi/Per mostra guerra/2018/logo centenario.jpg
EmbedByReference
/Volumes/Pro Loco/Logo/Nuovo logo/Logo Pro Loco Ormelle.png
EmbedByReference
/Volumes/Pro Loco/Eventi/Per mostra guerra/2018/immagini/Logo senza sfondo.png
Print
False
True
1
29.700008
41.999958
Centimeters
Radora-Italic
Radora
Italic
Open Type
Version 1.000
False
RadoraItalic.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
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 10.01
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
9 0 obj
<>stream
HWͪ&S2YtT%`g#NHI9n3O`N$ϩһ??-i3>߿mw1k9{o)1zQTkr,OaO2߂^=hϐC;l?R)=c=G9䴧|(L`QexY"nAW`;%
c[5Oۙ#niO/߽Ȟ?|߿s{y082]pLj?n^f\gʧMCs=ÐUbI;@C2؉JD%AQM3W xMe
h@5hflQXk&gʧDcDH
_M2XFm#u#aM2o$̢ni]։qOA!a1n