%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 42 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Stampa
2019-03-14T16:50:48+01:00
2019-03-14T16:50:48+01:00
2019-03-14T16:50:21+01:00
Adobe Illustrator CC 23.0 (Macintosh)
184
256
JPEG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uuid:8c59dc5a-f647-624a-99a0-25b7e27de3c6
xmp.did:9617d21f-ae79-45be-9b63-6c137efea86f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:eb54bd22-51ee-4618-af4a-3c73faed5597
xmp.did:eb54bd22-51ee-4618-af4a-3c73faed5597
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:eb54bd22-51ee-4618-af4a-3c73faed5597
2019-03-14T16:29:27+01:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:9617d21f-ae79-45be-9b63-6c137efea86f
2019-03-14T16:50:21+01:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
False
1
210.000000
297.000000
Millimeters
Georgia
Georgia
Regular
Open Type
Version 5.00x-4
False
Georgia.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.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
C=59 M=57 Y=61 K=36
PROCESS
100.000000
CMYK
54.598302
50.725561
53.612572
47.592887
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
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 47 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
44 0 obj
<>stream
HWێ}'?9%y IJB ,pG5kSU3C.KkF g}B=جtm¯6Viv0sw-sQ:73/s)Q֧:U˹$+]vx`;_A]v>X^ofWP hRk\X՛ue<֦BrNnf_-^-|g^=gv^.lTd,w/gժ
!:B H1uz(i<E;ݬ{Jԁ"^Zmj[o.Kns+/
>:ݥz{v}]^;8taɂtĠb='^~Zb˧r6ح{zG **YݲbD?ԎJg
lCU|rjIuθB0liǷqCoȝIFvX g#pmK0MQx4TlF:Co8+ABJ##Sۙ5I8vE#{}\s
~lG(ykeϱA2̧_B&0e]*9>4Gl;T`ARUrYa?iµ-i