%PDF-1.5
%
1 0 obj
<>/OCGs[17 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
VOTO CITTADINI COMUNITARI
2023-03-16T16:39:38+01:00
2023-03-16T16:39:38+01:00
2023-03-16T16:39:38+01:00
Adobe Illustrator 26.4 (Macintosh)
200
256
JPEG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uuid:7d7506b2-4b09-574d-bd52-5a07bc7e73a5
xmp.did:d45e1f8c-a8df-4d88-840a-6cb9c2053131
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:7123346d-b7f7-f049-b9b1-64e6d60c3a67
xmp.did:d49d473b-5bff-4715-8814-642bff282b60
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:d820a16f-1649-4e86-af38-0e742794e51c
2019-03-06T09:58:04+01:00
Adobe Illustrator CC (Macintosh)
/
saved
xmp.iid:d45e1f8c-a8df-4d88-840a-6cb9c2053131
2023-03-16T16:39:37+01:00
Adobe Illustrator 26.4 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
49.999900
69.999931
Centimeters
Calibri
Calibri
Regular
Open Type
Version 5.62
False
Calibri.ttf
Calibri-Italic
Calibri
Italic
Open Type
Version 5.62
False
Calibri Italic.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 5.62
False
Calibri Bold.ttf
Calibri-BoldItalic
Calibri
Bold Italic
Open Type
Version 5.62
False
Calibri Bold Italic.ttf
HelveticaNeueLTStd-Bd
Helvetica Neue LT Std
75 Bold
Open Type
OTF 1.029;PS 001.102;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-Bd.otf
IowanOldStyle-Black
Iowan Old Style
Black
TrueType
14.0d1e1
False
Iowan Old Style.ttc
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-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
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 16.07
endstream
endobj
3 0 obj
<>
endobj
19 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 1417.32 1984.25]/Type/Page>>
endobj
20 0 obj
<>stream
HWmoܸ_UHJ$ ^-pCs
\gozaDyy晙Wvͫ;\^횳jO7>{jϦ3vtql{=4OgwCs_7Wǿa+ިV9|wx{8n٪.%vjqwJiRz;ڴ}Zi)}϶pu*=`8ѯFmuGEYZo5$B
|dD7z[ۚF+Nʎ
J>ۿ;߀~>/6kus~|nEozoo.7s0k{שuم
zcti $GPd{sG٠OByhv!RXjQ]~la4C,7~o~}Up1]sۆ{z<=R@Ep)D{j/ٵ'ƃ7mHkF7v?`c˗/_@Ç۠n!!