%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 45 0 R 46 0 R 80 0 R 81 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
mappa_Lido_sme_dal_26_03_2020_pulita_def
2020-05-27T16:28:53+02:00
2020-05-27T16:28:53+02:00
2020-05-14T13:20:27+02:00
Adobe Illustrator 24.0 (Windows)
256
212
JPEG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uuid:066edc38-82e5-441e-a467-84d28fb7f6ea
xmp.did:5f422d73-a5be-054c-992d-61cba78df9ae
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:032785bd-a91a-459b-bcaf-c4f7b4ec0688
xmp.did:c325dcc0-23b1-2449-a5bd-8e43d7fcef94
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:418F4AE620F7E111AD29AD097A79CDD7
2012-09-05T08:14:07+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:5f422d73-a5be-054c-992d-61cba78df9ae
2020-05-14T13:20:28+02:00
Adobe Illustrator 24.0 (Windows)
/
Print
Adobe Illustrator
False
False
1
125.000120
72.999953
Centimeters
AktivGrotesk-Bold
Aktiv Grotesk
Bold
Open Type
Version 1.002
False
AktivGrotesk_Std.ttf
AktivGrotesk-Medium
Aktiv Grotesk
Medium
Open Type
Version 1.002
False
AktivGrotesk-Light
Aktiv Grotesk
Light
Open Type
Version 1.002
False
AktivGrotesk-Regular
Aktiv Grotesk
Regular
Open Type
Version 1.002
False
Cyan
Magenta
Yellow
Black
PANTONE 293 CV
PANTONE 266 CV
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
rosso 193
PROCESS
100.000000
CMYK
15.000001
100.000000
69.999999
0.000000
grigio 412
PROCESS
100.000000
CMYK
0.000000
30.000001
50.000000
89.999998
PANTONE 172 C
SPOT
100.000000
CMYK
0.000000
66.000003
88.000000
0.000000
PANTONE 5473 C
SPOT
100.000000
CMYK
81.999999
0.000000
28.000000
51.999998
PANTONE 2985 C
SPOT
100.000000
CMYK
58.999598
0.000000
5.999800
0.000000
PANTONE 293 CV
SPOT
100.000000
CMYK
100.000000
55.999798
0.000000
0.000000
PANTONE 3385 CVC
SPOT
100.000000
CMYK
43.000001
0.000000
30.000001
0.000000
520 al 10%
PROCESS
100.000000
CMYK
54.000002
89.999998
9.000000
0.000000
oro 110
PROCESS
100.000000
CMYK
0.000000
20.000000
100.000000
10.000000
5405 C
PROCESS
100.000000
CMYK
60.000002
20.000000
10.000000
40.000001
cool gray 11
PROCESS
100.000000
CMYK
10.000000
5.000000
5.000000
64.999998
Warm Gray 5 C
PROCESS
100.000000
CMYK
0.000000
10.000000
20.000000
30.000001
5757 C
PROCESS
100.000000
CMYK
20.000000
10.000000
89.999998
50.000000
C=0 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
Nuovo campione colore 29
PROCESS
100.000000
CMYK
0.000000
2.000000
4.000000
6.000000
PANTONE 347 CV
SPOT
100.000000
CMYK
100.000000
0.000000
79.000002
9.000000
PANTONE 463 CV
SPOT
100.000000
RGB
130
103
59
PANTONE 266 CV
SPOT
100.000000
CMYK
94.000000
94.000000
0.000000
0.000000
C=0 M=94 Y=98 K=0
PROCESS
100.000000
CMYK
0.000000
94.000000
98.000002
0.000000
PANTONE 186 C
SPOT
100.000000
LAB
44.705883
68
40
rosso 2
PROCESS
100.000000
CMYK
13.580500
99.551398
68.737298
2.807700
C=95 M=60 Y=0 K=0
PROCESS
100.000000
CMYK
94.999999
60.000002
0.000000
0.000000
C=90 M=0 Y=90 K=0
PROCESS
100.000000
CMYK
89.999998
0.000000
89.999998
0.000000
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
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
Gruppo colori 1
1
C=38 M=0 Y=9 K=0
CMYK
PROCESS
38.039200
0.000000
9.019600
0.000000
Gruppo colori 2
1
C=16 M=99 Y=65 K=4
CMYK
PROCESS
15.700000
98.800000
65.100000
3.900000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 88 0 R/TrimBox[0.0 0.0 3543.31 2069.29]/Type/Page>>
endobj
83 0 obj
<>stream
Hԗ[oW#i`[}<ڲbı"+"BQ1}3;$E
L_rTՓ=5O?uϟ3F͓/^8Ƨl-gKfSoaG6W
Ĝޛ%7g[xW֨gGބlJ,4<7n
զ$:DРJnl[ߴl=rO6b=r]Ŗf|ɨ=/n`B7ڢݺ)ަi9ٞQq7]WJ}Tԭ8N3/b\{-b3{E>K#qD
sJ%oSN>HR6%Qdtt6AXux(OW\XvЏfBjow\"+uz&Tlh k|̅U=
ౝl"ٸ=Q# O*6:/o