%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
mappa vivicaremma e dintorni caremma
2020-07-29T13:16:11+02:00
2020-07-29T13:16:11+02:00
2020-07-29T13:16:10+02:00
Adobe Illustrator CS5.1
256
180
JPEG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uuid:4010c996-2a8c-4bcf-b7aa-502cdf69e30c
xmp.did:254FC84B8BD1EA119450CE0595F69B70
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:214FC84B8BD1EA119450CE0595F69B70
xmp.did:214FC84B8BD1EA119450CE0595F69B70
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118C14A06652693E9C
2016-06-27T16:54:23+02:00
Adobe Illustrator CS5
/
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:ED7F117407206811994CE9AA90927D69
2016-07-06T00:01:11+02:00
Adobe Illustrator CS5
/
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:F87F1174072068118C14831293D70CDC
2016-09-05T14:18:01+02:00
Adobe Illustrator CS5
/
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:F97F11740720681180839FA529D313E1
2016-09-20T10:43:55+02:00
Adobe Illustrator CS5
/
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:214FC84B8BD1EA119450CE0595F69B70
2020-07-29T13:07:25+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:254FC84B8BD1EA119450CE0595F69B70
2020-07-29T13:16:05+02:00
Adobe Illustrator CS5.1
/
EmbedByReference
C:\Users\GIANLUCA\Dropbox\Caremma_Daria\Pieghev_ Caremma_Navigli\Pianta CAREMMA_49x25.eps
Basic CMYK
False
True
1
29.699996
41.999951
Centimeters
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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
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
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
C=25 M=90 Y=100 K=25 1
CMYK
PROCESS
25.000000
90.000004
100.000000
25.000000
C=8 M=73 Y=65 K=10 1
CMYK
PROCESS
7.999998
72.999996
64.999998
10.000002
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Colori per croci
1
C=10 M=70 Y=80 K=0
CMYK
PROCESS
10.000002
69.999999
80.000001
0.000000
C=10 M=50 Y=80 K=0
CMYK
PROCESS
10.000002
50.000000
80.000001
0.000000
C=65 M=10 Y=100 K=0
CMYK
PROCESS
64.999998
10.000002
100.000000
0.000000
C=50 M=90 Y=10 K=0
CMYK
PROCESS
50.000000
90.000004
10.000002
0.000000
C=25 M=85 Y=60 K=10
CMYK
PROCESS
25.000000
84.999996
60.000002
10.000002
Adobe PDF library 9.90
1998905074
TimesNewRomanPS
119067
PostScript
001.001
Monotype Typography
1998905074
32497
Times New Roman PS
3602480388
TimesNewRomanPS-Bold
134528
PostScript
001.001
Monotype Typography
3602480388
33462
Times New Roman PS
2496651361
MyriadPro-Regular
0
OpenType - PS
1.006
Adobe Systems
2496651361
0
Myriad Pro
805687178
BrainFlower
0
TrueType
1.00
--
805687178
0
Brain Flower
926441891
FuturaLT-CondensedLight
51622
PostScript
006.000
Adobe Systems
926441891
49422
Futura LT
2339831536
TimesNewRomanPSMT
0
OpenType - TT
5.05
Monotype Typography
2339831536
0
Times New Roman
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/ProcSet[/PDF/ImageB]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[14.1733 14.1733 856.063 1204.72]/Type/Page>>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Properties<>/XObject<>>>/Thumb 76 0 R/TrimBox[14.1733 14.1733 856.063 1204.72]/Type/Page>>
endobj
18 0 obj
<>stream
HtˎHE+wNHB0@k8]-ݞ+mt<#__\gvzFm_e