%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2002_1A
2017-03-09T21:39:15+01:00
2017-03-09T21:39:15+01:00
2017-03-09T21:39:15+01:00
Adobe Illustrator CC 2015 (Macintosh)
256
184
JPEG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uuid:82292547-6714-404b-967b-734fc72db4cd
xmp.did:b1963026-67ea-4b3b-ba2f-05b44291483b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:a60e80fd-a6cb-4990-b067-f43e936ef04c
xmp.did:a60e80fd-a6cb-4990-b067-f43e936ef04c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:d4260710-52fb-47c2-9c28-7fff5740958e
2017-03-09T20:54:43+01:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:b1963026-67ea-4b3b-ba2f-05b44291483b
2017-03-09T21:39:13+01:00
Adobe Illustrator CC 2015 (Macintosh)
/
EmbedByReference
/Volumes/SMILE VISION/MASSIMO CAGGIANO/SITO /contenuti/abaut /fatti/2002-AD-Marzo-La-luce-Riflessa-dell'Oriente-2.jpg
xmp.did:BF717149BE2D11E6851C96A6901C595C
xmp.iid:BF717148BE2D11E6851C96A6901C595C
/Volumes/SMILE VISION/MASSIMO CAGGIANO/SITO /contenuti/abaut /fatti/2002-AD-Marzo-La-luce-Riflessa-dell'Oriente-2.jpg
xmp.did:BF717149BE2D11E6851C96A6901C595C
xmp.iid:BF717148BE2D11E6851C96A6901C595C
Print
False
False
1
420.000000
297.000000
Millimeters
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
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 15.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
HA
1E9ſI.