%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
DC - K383MC_ensp.b_01
2018-05-17T17:21:33+02:00
2018-05-17T17:21:33+02:00
2018-05-17T17:21:33+02:00
Adobe Illustrator CS6 (Macintosh)
176
256
JPEG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uuid:c214e29c-a4b4-6c49-addf-57b051b0f8d6
xmp.did:0380117407206811822AE6A4147E6715
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:0280117407206811822AE6A4147E6715
xmp.did:0280117407206811822AE6A4147E6715
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822A8CF12EC9974B
2017-12-04T10:10:34+01:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0380117407206811822AE6A4147E6715
2018-05-17T17:21:31+02:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/paolacapitani/Documents/KARIN 2015/02 - MASSIMO/Firma KARIN.png
Print
False
True
1
210.001652
296.999959
Millimeters
ArialMT
Arial
Regular
Open Type
Version 5.06
False
Arial.ttf
Calibri
Calibri
Regular
Open Type
Version 5.62
False
Calibri.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 5.62
False
Calibri Bold.ttf
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
PANTONE 285 EC
PROCESS
100.000000
CMYK
90.000000
48.000000
0.000000
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
89.999405
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
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
13 0 obj
<>stream
HWۊd
}ﯨk&B\ 3N%Wws˒/n_ov㿻Ok-z[[ĸ{ۗ0/[]n?~˭>-Vul1?>