%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
logo-disf-quadrato
2019-06-27T12:23:57+02:00
2019-06-27T12:23:57+02:00
2019-06-27T12:23:57+02:00
Adobe Illustrator CC 23.0 (Windows)
256
160
JPEG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uuid:95ad02b0-4d2a-4f66-9bca-394ea0ca5c99
xmp.did:b4dddef4-5628-f047-935e-f5feb406cd68
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:5AD6435EE960E311B52A81E42ABA88E6
xmp.did:5AD6435EE960E311B52A81E42ABA88E6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:5AD6435EE960E311B52A81E42ABA88E6
2013-12-09T17:01:26+01:00
Adobe Illustrator CS5.1
/
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:b4dddef4-5628-f047-935e-f5feb406cd68
2019-06-27T12:23:50+02:00
Adobe Illustrator CC 23.0 (Windows)
/
Print
Document
False
False
1
210.001656
296.999942
Millimeters
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Properties<>>>/Thumb 10 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HWˎe9W;v$6@,XHt#Ͱ={(F Rgd7?ߥ|w