%PDF-1.3
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Segnalibro Trastevere
2019-12-17T11:15:22+01:00
2019-12-17T11:15:22+01:00
2019-12-17T11:15:22+01:00
Adobe Illustrator 24.0 (Macintosh)
156
256
JPEG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uuid:b0ed43bc-4e55-8f41-93d3-731f89347064
xmp.did:ecda99ee-0a63-407d-9c50-a9cac82bb482
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ff3f6cde-c48f-421a-929d-a78b66279e3b
xmp.did:ff3f6cde-c48f-421a-929d-a78b66279e3b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:18792F331420681180838E57EC2B67D4
2015-03-17T13:56:59+01:00
Adobe Illustrator CS5.1
/
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:F87F1174072068118C14CFC93D9C3F5C
2015-03-19T12:49:49+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F97F1174072068118C14CFC93D9C3F5C
2015-03-19T12:51:27+01:00
Adobe Illustrator CS5.1
/
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
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:ff3f6cde-c48f-421a-929d-a78b66279e3b
2019-12-13T10:40:21+01:00
Adobe Illustrator 24.0 (Macintosh)
/
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:ecda99ee-0a63-407d-9c50-a9cac82bb482
2019-12-17T11:15:18+01:00
Adobe Illustrator 24.0 (Macintosh)
/
EmbedByReference
/Volumes/RAID-2/LAVORI 2015/MUSEI IN COMUNE/trastevere_franz.jpg
/Volumes/RAID-2/LAVORI 2015/MUSEI IN COMUNE/trastevere_franz.jpg
Print
Adobe Illustrator
False
False
1
6.500001
25.000006
Centimeters
Minion-Condensed
Minion
Condensed
Type 1
001.000
False
MinioCon; Minion Condensed
Minion-CondensedItalic
Minion
Condensed Italic
Type 1
001.000
False
MinioConIta; Minion Condensed
Gentleman1000-Black
Gentleman 1000
Black
Open Type
Version 1.000 2013 initial release
False
Gentleman-1000-Black.otf
Gentleman700-Medium
Gentleman 700
Medium
Open Type
Version 1.000 2013 initial release
False
Gentleman-700-Medium.otf
Helvetica-Condensed-Light
Helvetica
Light Condensed
Type 1
001.002
False
HelveConLig; Helvetica Condensed
Helvetica-Condensed-LightObl
Helvetica
Light Condensed Oblique
Type 1
001.002
False
HelveConLigObl; Helvetica Condensed
UrbsDisplay-Bold
Urbs Display-Bold
Bold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
UrbsDisplay-Bold.otf
UrbsDisplay-Regular
Urbs Display-Regular
Regular
Open Type
Version 1.101;PS 001.001;hotconv 1.0.38
False
UrbsDisplay-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 329 C
PANTONE 186 C
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
MasterCard Yellow
PROCESS
100.000000
CMYK
0.000000
40.000001
100.000000
0.000000
MasterCard Red
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
CMYK 130
SPOT
100.000000
RGB
253
184
19
CMYK 605
SPOT
100.000000
RGB
235
209
0
CMYK 1655
SPOT
100.000000
RGB
242
105
33
CMYK Rubine Red
SPOT
100.000000
RGB
223
3
110
CMYK 202
SPOT
100.000000
RGB
151
0
45
PANTONE 186 C
SPOT
100.000000
LAB
44.705883
68
40
PANTONE 329 C
SPOT
100.000000
LAB
36.078430
-46
-7
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
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 184.252 708.662]/Type/Page>>
endobj
14 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Shading<>>>/Thumb 137 0 R/TrimBox[0.0 0.0 184.252 708.662]/Type/Page>>
endobj
21 0 obj
<>stream
HWms8_*U(J=6M7v{3(hot_ %qdƱ%