%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
regolamento
2020-11-13T15:18:14+01:00
2020-11-13T15:18:14+01:00
2020-11-13T15:18:14+02:00
Adobe Illustrator 24.0 (Windows)
212
256
JPEG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=
uuid:12b77367-2bae-40c0-b6e9-98178d802f14
xmp.did:1075cf13-9be0-d44b-9a0d-aebb62bfe946
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f2560508-10ea-4a55-b5d0-447297776463
xmp.did:c847048c-a9d3-464b-ba10-422a2bf0d904
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1075cf13-9be0-d44b-9a0d-aebb62bfe946
2020-11-13T15:18:05+01:00
Adobe Illustrator 24.0 (Windows)
/
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
Millimeters
Impact
Impact
Regular
Open Type
Version 5.11
False
impact.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MYRIADPRO-REGULAR.OTF
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MYRIADPRO-BOLDIT.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
R=251 G=176 B=64
PROCESS
100.000000
CMYK
0.000000
36.679634
80.318910
0.000000
R=160 G=26 B=39
PROCESS
100.000000
CMYK
24.759288
99.267566
82.113373
21.640344
R=184 G=26 B=34
PROCESS
100.000000
CMYK
19.128709
99.172956
89.983976
10.333409
R=168 G=24 B=38
PROCESS
100.000000
CMYK
22.766460
100.000000
83.575183
17.499046
R=15 G=86 B=49
PROCESS
100.000000
CMYK
89.925992
38.382542
90.209806
38.785380
R=28 G=135 B=83
PROCESS
100.000000
CMYK
83.315784
22.171359
80.447084
6.906233
R=238 G=10 B=33
PROCESS
100.000000
CMYK
0.000000
96.838325
85.812157
0.000000
R=254 G=254 B=254
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=217 G=244 B=252
PROCESS
100.000000
CMYK
17.593652
0.000000
3.009079
0.000000
R=25 G=114 B=68
PROCESS
100.000000
CMYK
85.891503
30.130464
84.710455
18.741129
R=74 G=181 B=188
PROCESS
100.000000
CMYK
67.168683
4.473945
29.297322
0.000000
R=167 G=169 B=172
PROCESS
100.000000
CMYK
37.286943
27.530324
26.907757
6.228733
R=248 G=116 B=79
PROCESS
100.000000
CMYK
0.000000
65.990686
67.208362
0.000000
R=132 G=12 B=24
PROCESS
100.000000
CMYK
29.172197
100.000000
88.046080
37.204546
R=209 G=211 B=212
PROCESS
100.000000
CMYK
21.448080
14.325169
15.411611
0.369268
R=229 G=72 B=72
PROCESS
100.000000
CMYK
1.864652
83.257800
66.713965
0.155642
R=255 G=102 B=102
PROCESS
100.000000
CMYK
0.000000
72.445256
49.399555
0.000000
R=230 G=231 B=232
PROCESS
100.000000
CMYK
11.532769
7.507438
8.270390
0.000000
R=26 G=117 B=75
PROCESS
100.000000
CMYK
85.271990
29.178300
80.166322
16.913100
R=16 G=89 B=52
PROCESS
100.000000
CMYK
89.486533
37.619591
88.567936
36.459905
R=29 G=47 B=89
PROCESS
100.000000
CMYK
99.746698
85.442889
34.949261
28.970778
R=14 G=30 B=61
PROCESS
100.000000
CMYK
100.000000
88.729686
44.882885
52.449834
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
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
Hԗˎ#EdF`m!^
yHcCs#6d0l+#y"Ϗ-MX7.c%dOy݇~wa KeVۏ~ߗv.XARm9%Dzh<}rqv(]OhVⲷX[>5
~y!-O}jVb}XW>#ִz;OZZK0e.Nk=|bHC$Cʱhk:\qQxx=
1yt2W,:S&!fgvDVԘC3yD`2*phȔ;+nߧ1$y7}Ip·ҖݕI&Z臈#)%P(ɐp%>fBv˘7yO=˝GP~SVŦO;&^|'~i=߫ BTY|ۢ+fDti_faDRCf%zjpH*2/uL'$M
ܓZr)rW}7ƼT2hn%N.X7r/.DMK퇮2:LUaUZFajN`G(b*Ɇ-i@Ƒ%Qz
c 萔J
RT^E[C.H^dC(,b'Ķ.@7(=
)Rq
_j|:,$Ss5v`p[!+"A`cr/!7tk$!+͉zЫ:g9C9*эT6xX _A'\̠#θpZ,L52myťW *U
OfoObKDHgߤyD+tEh~42ryԒ22E>O"-jox
d5 %^dh#¬̒&u0JH7eG|8Vp٣Ť%6{-O;I P
$2(
4yQfRTOS
Nss 89F;*2QJQ}Z0Q(g 2&Q+m8LI$l (=<"ՇI˪%