%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Decreto antincendio 25.09.2022 e proroga
2022-12-21T15:03:17+01:00
2022-12-21T15:03:17+01:00
2022-12-21T15:03:17+02:00
Adobe Illustrator 27.0 (Windows)
256
256
JPEG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uuid:5d164f61-301f-44ba-8f0f-de8d4b0e4606
xmp.did:6502c34d-9656-5044-a669-58f70db7ca3b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:9e30e540-79e1-4ca6-ac95-87504ee444c2
xmp.did:0f3c42c4-6675-e14e-b98c-d45020fdda83
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c5d89975-720f-a043-bf72-3c5bee2db471
2022-04-13T11:31:45+02:00
Adobe Illustrator 25.4 (Windows)
/
saved
xmp.iid:6502c34d-9656-5044-a669-58f70db7ca3b
2022-12-21T15:03:15+01:00
Adobe Illustrator 27.0 (Windows)
/
Print
Adobe Illustrator
Adobe PDF library 16.07
1
True
False
1080.000000
1080.000000
Pixels
OpenSans-Italic
Open Sans
Italic
TrueType
Version 1.10
False
OpenSans-Italic.ttf
OpenSans-Regular
Open Sans
Regular
TrueType
Version 1.10
False
OpenSans-Regular.ttf
OpenSans-Bold
Open Sans
Bold
TrueType
Version 1.10
False
OpenSans-Bold.ttf
OpenSans-BoldItalic
Open Sans
Bold Italic
TrueType
Version 1.10
False
OpenSans-BoldItalic.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
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[14.1732 14.1732 1094.17 1094.17]/Type/Page/PieceInfo<>>>
endobj
13 0 obj
<>stream
HV]6|>I 8mE\̸leɑ_!)Ľ@`Ȣ%wg89^9S>$XSczl
6:;yi݆mߋOHb:\A)Y!J+VMv?vWiX`Ir)~Y|beXuɓt>5=`.ST[Gky;8Zuhȵo۞,5mnmʮaYQiRٺkCH퐬UۡG
]cYE15JVnI&Wp9*'S\Ҳ)Kssyι*Ct|iUxevƴ:F32C;xLg`SkEm8ܶ|폃u.7mkSǺc u>t#5b=
S;o]vXD?5c-_^˪"*ԉ(Kyj.ah-SU%8Vw9{g>X f>Rk'a[{d멋%[JĨ#!\RrHF_UZRp&)JKQЫ,豨%70::+!wm1(LQBPŴ0X Z0C(&fAr*!}j'G?0
]hI
0
E܄
x?<#5n Q3˃y8)Ho"ĉ|@!q<:
Oq$P}~9HC4AO'HG