%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
6prova2
2015-09-17T18:41:27+02:00
2015-09-17T18:41:27+02:00
2015-09-17T18:41:26+02:00
Adobe Illustrator CS5
204
256
JPEG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uuid:38fcf2e7-950e-4d9b-8569-fa0431a74859
xmp.did:45F8C36A5A5DE511A102B039EFA29B62
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:44F8C36A5A5DE511A102B039EFA29B62
xmp.did:44F8C36A5A5DE511A102B039EFA29B62
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:44F8C36A5A5DE511A102B039EFA29B62
2015-09-17T18:39:20+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:45F8C36A5A5DE511A102B039EFA29B62
2015-09-17T18:41:23+02:00
Adobe Illustrator CS5
/
Basic CMYK
True
False
1
18.554940
9.272388
Centimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 476 C - Copia
PANTONE 476 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
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
PANTONE 476 C
SPOT
100.000000
CMYK
57.000077
80.000001
100.000000
45.000380
PANTONE 476 C - Copia
SPOT
100.000000
CMYK
57.000077
80.000001
100.000000
45.000380
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
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 525.967 262.839]/Type/Page>>
endobj
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 521.319 256.5]/Type/Page>>
endobj
18 0 obj
<>stream
HtWK%
ܿS*K"ݺ0f10/|a/ffDH
te^~?^_"elϽ
9tz2|_}Bk;[?|?>~?*^6Ò5>Վtz-G>{WbY>B%nO
9~)y}bWJ܁oOγ
wu;UxYPʮؖT ~Z[ЧN (g
4[6
v*2'rSL%Wx8}tXojfB%x4.8i;s.zd48I&HĒw-,6`^kM&