%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 81 0 R 151 0 R 223 0 R 291 0 R 359 0 R 427 0 R 495 0 R 563 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Stampa
2019-09-18T19:09+02:00
2019-09-18T19:09+02:00
2019-09-11T17:42:11+02:00
Adobe Illustrator CC 2015 (Macintosh)
256
128
JPEG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uuid:fc115ae0-cced-0140-97fa-30971167c171
xmp.did:14565892-8342-4f49-9fd9-668b95101589
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:bdf1429c-0855-4949-b4e0-fd8d165515d4
xmp.did:bdf1429c-0855-4949-b4e0-fd8d165515d4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:bdf1429c-0855-4949-b4e0-fd8d165515d4
2019-09-11T14:56:19+02:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:14565892-8342-4f49-9fd9-668b95101589
2019-09-11T17:42:11+02:00
Adobe Illustrator CC 2015 (Macintosh)
/
Print
False
False
1
29.700008
21.000156
Centimeters
Aleo-Regular
Aleo
Regular
Open Type
Version 1.1
False
Aleo-Regular.otf
Aleo-Italic
Aleo
Italic
Open Type
Version 1.1
False
Aleo-Italic.otf
Edo
Edo
Regular
TrueType
updated June 2007
False
edo.ttf
LumberjackRough
Lumberjack
Rough
Open Type
Version 1.000
False
Lumberjack Rough.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
0
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
0
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
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 569 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 571 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
570 0 obj
<>stream
HdOϜ9)|<߶}dCZ%By) -ԯlHCNvwuuՏsGNczNJz~(W=7cXj\k՞:r?}z<5LSW+?g\\W}J|յ_wןV{[+rԥ.[N"j7zmyu]e7~Abꗬʺvs "fZT6kY=u&p92|u_ms[߄߮:;ԁ>aFzYyÞșȔ79Ԇ&׳6]IpqMnJu9R$3AB[Sw15F7袅L]MGuM) &xu{YrSǻATYgt*Rtd"RQk6^
S)Jf
TPPݺ{`rMspSg}Q֤eVTJn@