%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Locandina mom 47x32
2023-02-02T08:53:12+01:00
2023-02-02T08:53:12+01:00
2023-02-02T08:53:12+01:00
Adobe Illustrator 26.2 (Macintosh)
176
256
JPEG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uuid:2c5f86f3-2d9a-1448-987d-b02e30e1b4ca
xmp.did:c0069387-d405-49d9-877d-a6c7ccb60998
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:e9e46a7d-b8a3-8241-b88f-5b920976171c
xmp.did:8ac5470c-b2bc-430d-860c-85594d48d6bc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c0069387-d405-49d9-877d-a6c7ccb60998
2022-06-07T08:57:28+02:00
Adobe Illustrator 26.2 (Macintosh)
/
EmbedByReference
/Volumes/SettF/CDR050/UFFCOMUNICAZIONE/Provincia smart working 2020/sicurezza stradale/2021/logo mom/MOM Colori.png
/Volumes/SettF/CDR050/UFFCOMUNICAZIONE/Provincia smart working 2020/sicurezza stradale/2021/logo mom/MOM Colori.png
Print
Adobe Illustrator
False
True
1
320.000000
470.000000
Millimeters
Arial-BoldMT
Arial
Bold
Open Type
Version 5.01.2x
False
Arial Bold.ttf
HelveticaNeue-Medium
Helvetica Neue
Medium
TrueType
17.0d2e1
False
HelveticaNeue.ttc
HelveticaNeue-Bold
Helvetica Neue
Bold
TrueType
17.0d2e1
False
HelveticaNeue.ttc
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
Adobe PDF library 16.04
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 907.087 1332.28]/Type/Page>>
endobj
12 0 obj
<>stream
HWYo~_ NxmJv#m` hLk球sXְdWwtrN/;sF?Z+f\e9'[2_!itý`Vd$wk\Nyˊv棱\)XL nLu