%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
tabella
2014-05-02T18:39:14+02:00
2014-05-02T18:39:14+02:00
2014-05-02T18:39:14+02:00
Adobe Illustrator CS6 (Macintosh)
120
256
JPEG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uuid:aab08a49-3ffd-8742-99a1-13e403e1ff25
xmp.did:0180117407206811822AD381832BD210
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b2f4d5d7-f197-bc40-a29c-5d25c3c300b9
xmp.did:0180117407206811822A961B83942270
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822A961B83942270
2014-04-30T17:16:07+02:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0180117407206811822AD381832BD210
2014-05-02T18:39:12+02:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
True
1
1075.446777
2237.023438
Pixels
BenchNine-Light
BenchNine
Light
TrueType
Version 1 ; ttfautohint (v0.92.18-e454-dirty) -l 8 -r 50 -G 200 -x 0 -w "g"
False
BenchNine-Light 2.ttf
BenchNine-Bold
BenchNine
Bold
TrueType
Version 1 ; ttfautohint (v0.92.18-e454-dirty) -l 8 -r 50 -G 200 -x 0 -w "g"
False
BenchNine-Bold 2.ttf
InnercityBold
Innercity
Bold
Open Type
Version 1.000;PS 001.001;hotconv 1.0.56
False
innercitybold.otf
Times-BoldItalic
Times
Bold Italic
TrueType
7.0d1e1
False
Times.dfont
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
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 34 0 R/TrimBox[0.0 0.0 1075.45 2237.02]/Type/Page>>
endobj
12 0 obj
<>stream
HWrF}W̛fGّSND+)yxk s@Pr*O>ww{;Xfg,b_Wo~خ_i`<=[c-p2}ŝy_p̌;r;oyN'Gw'X.95,_KYsKSxc^KΙs4#y^vΌ]=SyLwqn&tN i
kbr{}e}EҖ1D,,w|x{}puX$2~
nԮf`?ynORՇmT]FVP^05T-Дf("UmӼ~]/J)<{Uӹ((?LF}m)2'qLV=s!\$ۍ",I&߮p+bQsA|DKG:a(k]:rPv