%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
congresso prc savona manifesto 70x100 copia
2017-03-05T14:07:32+01:00
2017-03-05T14:07:32+01:00
2017-03-05T14:07:32+02:00
Adobe Illustrator CS5.1
168
256
JPEG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uuid:6523898b-3ba3-408d-b0df-148b1259a45d
xmp.did:EFBC9C5BAF00E7119AE59448CA70BAC9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:364108b4-96eb-4626-92bf-4aaf000aea9b
xmp.did:E9BC9C5BAF00E7119AE59448CA70BAC9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:E9BC9C5BAF00E7119AE59448CA70BAC9
2017-03-05T13:46:39+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:EFBC9C5BAF00E7119AE59448CA70BAC9
2017-03-05T14:07:30+01:00
Adobe Illustrator CS5.1
/
Print
False
False
1
69.999931
100.000167
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
90.000004
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
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 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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/Properties<>>>/Thumb 11 0 R/TrimBox[0.0 0.0 1984.25 2834.65]/Type/Page>>
endobj
8 0 obj
<>stream
Hėˮ$
UdAEAV dSRuuؘ`N-Q$'ݾ÷nono]~}6[:BB(yoOKeۏ/֏b|)(,n5m(oorۊ?Z
[h5Itm9zVźo#v>Rh91l%대b!$(9sT)rX䊾\=HTԣ:m>HT1JUR8%l菎뉔昶3