%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
CFP SAN LUIGI-proroga-sospensione-attivita
2020-03-05T10:05:08+01:00
2020-03-05T10:05:08+01:00
2020-03-05T10:05:08+01:00
Adobe Illustrator 24.1 (Macintosh)
172
256
JPEG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uuid:83bd8fc9-6059-4443-be7d-17db0fc0ec63
xmp.did:15f7480f-564a-4317-a4c0-a62344a00097
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:03282cb5-8f05-49d2-a481-82ef5ef328f9
xmp.did:03282cb5-8f05-49d2-a481-82ef5ef328f9
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:01801174072068118A6DBEB89FC6BF11
2015-08-06T17:15:42+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:15f7480f-564a-4317-a4c0-a62344a00097
2020-03-05T10:05:07+01:00
Adobe Illustrator 24.1 (Macintosh)
/
Print
Adobe Illustrator
True
False
1
210.001662
296.999976
Millimeters
DIN-Bold
DIN
Bold
Open Type
001.000
False
DIN-Bold.otf
DIN-Medium
DIN Medium
Regular
TrueType
False
DIN-Medium.ttf
Cyan
Magenta
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=100 M=16 Y=0 K=27
PROCESS
100.000000
CMYK
100.000000
16.000000
0.000000
27.000001
PANTONE 307 M
PROCESS
100.000000
CMYK
100.000000
16.000000
0.000000
27.000001
BLU 1
PROCESS
100.000000
CMYK
100.000000
80.000001
0.000000
40.000001
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
Colori 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
21.0.0
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
10 0 obj
<>stream
H|Wۮ#
|WG(JzSyr2``Tg3vf yZDX,~OǗ?T˭9W?mmoգ5_/K9/Giˏ\_iߛ-|ΘWtXzߴo~:l~wl,kx|7tl
_qovGIK9p VN~sq|V\X**bߖsMg㺑~2^&{ߚ}Vvucs?>\oyXMg7栬G(eަ*pLƘhi3ĄH0PvpV%-{9p4#Tg3*
]ޮXڥmRVŦ.٬єԼM [/Y-M4ouˆ=9ஐEf:nfJdBk\6
rOK1M)ZfCŖ BTS/;~*cOWw4 諝IQE`\y}
pCvJw(F+BP_2knXiy wC!.Wl!:1f-]