%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
bussola
2016-03-17T13:14:59+01:00
2016-03-17T13:14:59+01:00
2016-03-17T13:14:59+01:00
Adobe Illustrator CS5.1
256
208
JPEG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:29cc3de8-2e7c-9e4a-af72-3f1575578a17
xmp.did:13DB78131D2068118A6DAB91813B6AAA
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:11F70F81082068118A6DAB91813B6AAA
xmp.did:11F70F81082068118A6DAB91813B6AAA
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118A6DF1ACF3723454
2016-02-27T11:07:14+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:02801174072068118A6DF1ACF3723454
2016-02-27T11:10:24+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:0A801174072068118A6DAB91813B6AAA
2016-03-17T10:45:21+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:11F70F81082068118A6DAB91813B6AAA
2016-03-17T10:47:57+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:13DB78131D2068118A6DAB91813B6AAA
2016-03-17T13:14:56+01:00
Adobe Illustrator CS5.1
/
EmbedByReference
/Users/Micio/Desktop/Schede FAST 5/bussola.jpg
Basic CMYK
False
False
1
29.699996
21.000165
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
Colori per croci
1
C=10 M=70 Y=80 K=0
CMYK
PROCESS
10.000002
70.000000
80.000000
0.000000
C=10 M=50 Y=80 K=0
CMYK
PROCESS
10.000002
50.000000
80.000000
0.000000
C=65 M=10 Y=100 K=0
CMYK
PROCESS
65.000000
10.000002
100.000000
0.000000
C=50 M=90 Y=10 K=0
CMYK
PROCESS
50.000000
90.000000
10.000002
0.000000
C=25 M=85 Y=60 K=10
CMYK
PROCESS
25.000000
85.000000
60.000004
10.000002
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
8 0 obj
<>stream
H,;
0=;F6! ƅB*'$?X3
?Vƥ/%q:J8Q$ˮt'-x7_gk5p_,ʂ#1J