%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 71 0 R 131 0 R 191 0 R 251 0 R 310 0 R 369 0 R 429 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Stampa
2015-05-20T15:11:26+02:00
2015-05-20T15:11:26+02:00
2015-05-17T20:20:21+02:00
Adobe Illustrator CS5
192
256
JPEG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uuid:6faaa4d2-b661-0d4c-acd2-ba744e034147
xmp.did:F27F11740720681188C6BA718EB0B416
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:F17F11740720681188C6BA718EB0B416
xmp.did:F17F11740720681188C6BA718EB0B416
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F17F11740720681188C6BA718EB0B416
2015-05-17T20:20:09+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:F27F11740720681188C6BA718EB0B416
2015-05-17T20:20:22+02:00
Adobe Illustrator CS5
/
Print
False
True
1
21.000165
29.699996
Centimeters
Baskerville-BoldItalic
Baskerville
Bold Italic
TrueType
10.0d1e1
False
Baskerville.ttc
Baskerville-SemiBold
Baskerville
SemiBold
TrueType
10.0d1e1
False
Baskerville.ttc
Baskerville-SemiBoldItalic
Baskerville
SemiBold Italic
TrueType
10.0d1e1
False
Baskerville.ttc
Baskerville-Bold
Baskerville
Bold
TrueType
10.0d1e1
False
Baskerville.ttc
Baskerville
Baskerville
Regular
TrueType
10.0d1e1
False
Baskerville.ttc
Baskerville-Italic
Baskerville
Italic
TrueType
10.0d1e1
False
Baskerville.ttc
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
Colori 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 9.90
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 437 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
431 0 obj
<>stream
HWr8+i*fԫɫ3ʫ;dlY,%;] dQrS,R$sp ߝ͙3&x 'Ǘx684{d"$~KaIH̖'sr5s9qy}i
hp
S
c䁮ۻ~#