%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
SCHEDA TONTE
2014-05-28T09:50:40+02:00
2014-05-28T09:50:40+02:00
2014-05-28T09:50:40+02:00
Adobe Illustrator CS6 (Macintosh)
180
256
JPEG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uuid:b452416a-0ccd-be4a-8f69-fddc081d59cf
xmp.did:0580117407206811822AD6D8DDEBEF0E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:0380117407206811822AD6D8DDEBEF0E
xmp.did:0380117407206811822AD6D8DDEBEF0E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822AD6D8DDEBEF0E
2014-05-28T09:16:24+02:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0580117407206811822AD6D8DDEBEF0E
2014-05-28T09:50:20+02:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/Francesco/Desktop/CUOR DI FARINA/FOTO SCONTORNATE TRACCIATI/BIANCA TRACCIATO.tif
Print
True
True
1
21.000165
29.699996
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
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
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
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
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
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
H\ˎ$IEǖ !`JHdfX{=:3ԋ.0ǵkO?w?t%G;Laz~GC,c9Y
)(慜C]?"M8!rCirr59-ϒ0q`cPFי;^p;&ujثM7٪/!\cc]M4(3.3&t4NdMCS{$g)} vUCl@&Ǒf%4-Z#TXn )ǻ\'I@^|ߨO&b'`7
&Y&>]&"Ȥۂ 7
6
jXF(yp}T|EXq<