%PDF-1.6
%
1 0 obj
<>/OCGs[15 0 R 16 0 R 17 0 R 18 0 R 19 0 R 20 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Infografiche_Incendi_Boschivi_v4_Def
2020-09-11T15:14:56+02:00
2020-09-11T15:14:56+02:00
2020-09-11T15:14:56+02:00
Adobe Illustrator 24.3 (Macintosh)
184
256
JPEG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==
uuid:a77b0172-039f-8649-84d9-ce2f69f00fcc
xmp.did:69bd39a8-01bd-4ac9-bd67-e2c35ce91276
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c729c775-b56d-794d-aaee-9f9571518d3a
xmp.did:103673de-00eb-4b90-b836-7e068d13afb2
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:ae203cd9-ec99-44bc-8a57-4e7ff42ab2bb
2020-07-17T12:55:15+02:00
Adobe Illustrator 24.2 (Macintosh)
/
saved
xmp.iid:69bd39a8-01bd-4ac9-bd67-e2c35ce91276
2020-09-11T15:14:54+02:00
Adobe Illustrator 24.3 (Macintosh)
/
Print
Adobe Illustrator
Adobe PDF library 15.00
1
True
False
209.999994
297.000024
Millimeters
MyriadPro-Black
Myriad Pro
Black
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Black.otf
MyriadPro-Light
Myriad Pro
Light
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Light.otf
MyriadPro-LightIt
Myriad Pro
Light Italic
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-LightIt.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Semibold.otf
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-SemiboldIt.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Bold.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-BoldIt.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Regular.otf
Helvetica-Oblique
Helvetica
Oblique
TrueType
13.0d2e2
False
Helvetica.ttc
Helvetica-Bold
Helvetica
Bold
TrueType
13.0d2e2
False
Helvetica.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
R=64 G=23 B=55
PROCESS
100.000000
CMYK
70.009917
96.499580
39.493400
56.789500
R=242 G=231 B=229
PROCESS
100.000000
CMYK
5.471885
10.611124
8.914320
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
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
22 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 29 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
23 0 obj
<>stream
Hۊ$
)*'·},6{64Ȭ53`SB_҇?}>1l?q=}om
mn[VgS(qsnErnHNt9ۏ|O\U#r[}/QJ^>o^kx},Vy[9Y>{kuYNVsmtʩ{l |=FDүX"-reHgyI;>]Scejàocy\'R먐5$(R̲p9p \F`qyW|ۅaε=.-\Y,lE5l7?ڃ<WV#hvʋ3Kj`:h*Nү{]axq9 '?k5Jk#Nq01}