%PDF-1.6
%
656 0 obj
<>
endobj
1194 0 obj
<>stream
2014-06-26T20:05:22+02:00
2014-07-14T16:36:05+02:00
2014-07-14T16:36:05+02:00
Acrobat Distiller 8.0.0 (Macintosh)
application/pdf
untitled
uuid:482460d0-c64f-4bac-ab1b-5900dc300372
uuid:49e9def1-052f-45cd-a18a-859af5cb8862
endstream
endobj
643 0 obj
<>
endobj
641 0 obj
<>
endobj
642 0 obj
<>
endobj
757 0 obj
<>
endobj
756 0 obj
<>
endobj
648 0 obj
<>
endobj
649 0 obj
<>
endobj
650 0 obj
<>
endobj
651 0 obj
<>
endobj
652 0 obj
<>
endobj
396 0 obj
<>
endobj
399 0 obj
<>
endobj
420 0 obj
<>
endobj
443 0 obj
<>
endobj
446 0 obj
<>
endobj
449 0 obj
<>
endobj
452 0 obj
<>
endobj
455 0 obj
<>
endobj
753 0 obj
<>
endobj
758 0 obj
<>/Shading<>/ColorSpace<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/MC11<>/MC12<>/MC13<>/MC14<>/MC15<>/MC16<>/MC17<>/MC0<>/MC1<>/MC2<>/MC3<>/MC4<>/MC5<>/MC6<>/MC7<>/MC8<>/MC9<>>>/ExtGState<>>>/Type/Page>>
endobj
761 0 obj
<>
endobj
760 0 obj
<>
endobj
759 0 obj
<>
endobj
762 0 obj
<>stream
application/pdf
Adobe Illustrator CS3
2014-01-16T21:59:16+01:00
2014-01-16T21:59:26+01:00
2014-01-16T21:59:26+01:00
256
80
JPEG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uuid:FC6B9CAC808A11E38769D1BBF7213234
uuid:24edd4a7-7dab-442a-b8a3-54d8e8c8c2a8
1
False
True
100.000001
50.000000
Millimeters
Cyan
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
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
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
Document
endstream
endobj
763 0 obj
<>stream
application/pdf
iren
Adobe Illustrator CS3
2014-01-16T21:53:41+01:00
2014-01-16T21:53:41+01:00
2014-01-16T21:53:41+01:00
256
116
JPEG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uuid:FC6B9CA7808A11E38769D1BBF7213234
uuid:d9ead817-a0e2-4736-9548-210c0ae1ebba
1
False
False
100.000001
50.000000
Millimeters
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
Document
Adobe PDF library 8.00
endstream
endobj
764 0 obj
<>stream
application/pdf
Adobe Illustrator CS3
2014-01-16T11:12:43+01:00
2014-01-16T11:15:03+01:00
2014-01-16T11:15:03+01:00
256
96
JPEG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uuid:C00A5355802E11E3B43A893CB9280BCF
uuid:1459ed75-af71-4979-afa5-bfc027aa47ad
1
False
False
100.000001
50.000000
Millimeters
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
Document
endstream
endobj
765 0 obj
<>stream
application/pdf
Adobe Illustrator CS3
2014-01-16T11:01:42+01:00
2014-01-16T11:10:13+01:00
2014-01-16T11:10:13+01:00
256
100
JPEG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:C00A5351802E11E3B43A893CB9280BCF
uuid:4cec6882-582a-4a38-a14c-ffe9b591763a
1
False
False
100.000001
50.000000
Millimeters
Magenta
Yellow
Black
Gruppo campioni predefinito
0
Document
endstream
endobj
766 0 obj
<>stream
application/pdf
Stampa
Adobe Illustrator CS3
2014-01-16T22:46:26+01:00
2014-01-16T22:54:26+01:00
2014-01-16T22:54:26+01:00
256
84
JPEG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=
uuid:5C824DAE809211E38769D1BBF7213234
uuid:7b4021ff-f04c-48c9-a5cb-f16686f5ddd5
uuid:81cabfd1-1922-47e7-8872-977628be94aa
uuid:59C5C67779B6DB11BC5CCDBA31984D1C
Document
Print
1
False
False
100.000001
50.000000
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
CMYK Rosso
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Giallo
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Verde
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blu
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
Gruppo colori per stampa
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Scala di grigio
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
endstream
endobj
767 0 obj
<>stream
application/pdf
Stampa
Adobe Illustrator CS3
2014-01-16T22:57:01+01:00
2014-01-17T18:20:05+01:00
2014-01-17T18:20:05+01:00
256
92
JPEG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uuid:5C824DB1809211E38769D1BBF7213234
uuid:c809332b-9c94-4f75-9542-cdbb457272e4
uuid:81cabfd1-1922-47e7-8872-977628be94aa
uuid:59C5C67779B6DB11BC5CCDBA31984D1C
Document
Print
1
False
False
100.000012
50.000006
Millimeters
Cyan
Magenta
Yellow
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
CMYK Rosso
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Giallo
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Verde
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blu
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
Gruppo colori per stampa
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Scala di grigio
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
endstream
endobj
768 0 obj
<>stream
application/pdf
Logo ERSAF
Adobe Illustrator CS3
2014-01-16T10:53:26+01:00
2014-01-16T10:53:26+01:00
2014-01-16T10:53:26+01:00
256
128
JPEG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==
uuid:C00A534F802E11E3B43A893CB9280BCF
uuid:7e93f147-8128-487c-a80b-8dcecedc8c3e
uuid:81cabfd1-1922-47e7-8872-977628be94aa
uuid:59C5C67779B6DB11BC5CCDBA31984D1C
Document
Print
1
False
True
100.000001
50.000000
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
CMYK Rosso
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Giallo
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Verde
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blu
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
Gruppo colori per stampa
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Scala di grigio
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 8.00
endstream
endobj
769 0 obj
<>stream
application/pdf
Stampa
Adobe Illustrator CS3
2014-01-17T17:17:47+01:00
2014-01-17T17:18:33+01:00
2014-01-17T17:18:33+01:00
256
68
JPEG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=
uuid:9DAB2F45812D11E38291D6F15CCA93BC
uuid:cd4e0dc0-6774-4854-83c2-e22e39088549
uuid:81cabfd1-1922-47e7-8872-977628be94aa
uuid:59C5C67779B6DB11BC5CCDBA31984D1C
Document
Print
1
False
True
100.000001
50.000000
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
CMYK Rosso
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Giallo
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Verde
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blu
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
Gruppo colori per stampa
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Scala di grigio
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
endstream
endobj
770 0 obj
<>stream
application/pdf
Logo CRA
Adobe Illustrator CS3
2013-08-16T16:55:25+02:00
2013-09-12T16:24:10+02:00
2013-09-12T16:24:10+02:00
256
128
JPEG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uuid:491D1226082611E38837F964E4530DB8
uuid:82d82b8f-a191-4ac0-85d6-852a0213c03b
uuid:81cabfd1-1922-47e7-8872-977628be94aa
uuid:59C5C67779B6DB11BC5CCDBA31984D1C
Document
Print
1
False
False
100.000012
50.000006
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
CMYK Rosso
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Giallo
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Verde
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blu
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
41c 0m 78y 0k
SPOT
100.000000
RGB
160
206
102
0c 28m 100y 6k
SPOT
100.000000
RGB
238
178
16
100c 0m 85y 24k
SPOT
100.000000
RGB
0
136
81
52c 0m 19y 0k
SPOT
100.000000
RGB
112
203
210
100c 0m 49y 48k
SPOT
100.000000
RGB
0
104
97
100c 0m 49y 46k
SPOT
100.000000
RGB
0
107
99
Gruppo colori per stampa
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Scala di grigio
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 8.00
endstream
endobj
771 0 obj
<>stream
application/pdf
Stampa
Adobe Illustrator CS3
2014-01-17T18:19:45+01:00
2014-01-17T18:44:35+01:00
2014-01-17T18:44:35+01:00
256
64
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAQAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A875uWh2KuxV2KuxV2Kux
V9Pf84Zf7y+bf9ex/VcZhavo2Q5JZ/zmV/x2/LP/ADDXP/JxMlpORWb50zLa3Yq7FXYq7FXYq7FX
Yq7FXYq7FXYq9Z/5xqTl56vh/wBquX/qIgyMzswmLD6ajgFaZTxNfCiFt/b6MjaafJuo+UbvzLLE
t+jWty5EMUzrxbaiheB32qPpzlcWc4ztyd1KF80Xbf8AONiwR20es+YBbX944WG3t7cTBV5byMWk
jJVU3bYU3A5bVtl2p3DZMNCS+hfy28mv5S8l6f5ekuVvHsTcf6SilFYS3Ekq/CSSKCSh3zb6XN4m
MSHV1Gpx8MyGSrAOhFN8yLaOFO/LqcUn+a/qOVZC5GAc04ytyHYq7FX5nZuWh2KuxV2KuxV2KuxV
9Pf84Zf7y+bf9ex/VcZhavo2Q5JZ/wA5lf8AHb8s/wDMNc/8nEyWk5FZvnTMtrdirsVdirsVdirs
VdirsVdirsVdir1v/nGh44/POoySMEjTSpmdmNAALiAkknK8vJiX0Brn5geUtCgmkv74xyQBy8Yg
mevpbuqvwERbj0HPrmLlExHb7ViY3RSyx/O38v7yZFs9TWdQ0YnAttRLp6zBY9ktHUlywC/Fudgc
rBmTyH+m/Y2kYwOZ/wBL+15X5R8z65PI+peXtKu9WhhYLFIIY5RESASnwkU77A0HYAZzMsQG0jTt
55LNjdA6/wDmVfte3L6pZNHqpjFtDbzIVSMM/Jg6OW2dfvNMhHTWduTfHPQo83un5Sardar+XmkX
91I8s8gnV2l3ekdxJGoJ70VAM6DRw4cQH45ui1hvKfx0ZhQUzJcZNNF+zNTxX9RyE27D1TPK252K
uxV+Z2blodirsVdirsVdirsVfT3/ADhl/vL5t/17H9VxmFq+jZDkln/OZX/Hb8s/8w1z/wAnEyWk
5FZvnTMtrdirsVdirsVdirsVdirsVdirsVdirP8A8ltXg0zzLqD3Fm9/b3OmXFtNaxLyZ1d4zxAq
PtFeO+2/brlGolQHvYyL0O082a5qOsXa2ljb3iia5h9eTUoSD8byoBBDbSS1cQMIwvKqiu/2spzZ
ZxF7e7q0wgJGr+xT/R0U2t6lfRQaeZ5ZbSS6u/Su7s/WYHSSOIhHtDCYx8b+mGIReUqrUcsbxST3
MxE13sr8msukWXO09K0SOj3KJF6PNuAY8+KQgMrlhUcugox78ZEmQ3N/j3vWRwiiejfnDV/Jmu6b
cG6hhuGSMuCqj1Eanem4+39PYE7ZKM5QOxYcIIQfkCz/ADE03yhaxaXNDFpEZJtreQp6vGSf1pGj
ZoiCtXdau1aVAWtDm6xdoS4XUajTjjN/jZl8nmP8wP0WbWLSVudTNvKXu4LmBWjlZS0JEDhvFa8t
h13GXT7WxwFSPq+P6A0x0ZJ5sj/KrXPM+oXOr2vmCzaxuLFLMJEzRSci6yc5eUW1XZK06AUFK1rZ
pdbHOCY8gyOHg+L0HMpi7FXYq/M7Ny0OxV2KuxV2KuxV2Kvp7/nDL/eXzb/r2P6rjMLV9GyHJLP+
cyv+O35Z/wCYa5/5OJktJyKzfOmZbW7FXYq7FXYq7FXYq7FXYq7FXYq7FWefkvKkXnLkzOlbaRQ6
GhBZkG+xqDWhGYeuJGPbnYZYwDIA/jYvZ4NLjv7DTNZ4FltjFJFcqwBAmhjmMY9NqOpaWOvIsp41
68aYOXJctuV/pTCFRPeP1MJn1izg1LU7G+tZL+0s7q0EQhluTM0N1Y3LRLS4uR6bR0+KjhShPwg7
5CEhKILZkFSpmdz5C0kiCC9RbiO3ghWONpp7eWK6lVmVJJYFWP0yOTci256/E3xcYNRIWR9wLvuE
Ggfx+PvSeLyjBNDbXHqh1jblBbQpcRwKODP8TRI32Qp40G/2ienM+OQSO/5tnB8kq1j80ddsryaA
oGZXSSW3dAhFQtFYcmAUcVHxbsRWubfSYh4Y/HV1mpPrL0Wx1qTQNN0yygb07+bg+ocwrB57hAx5
EiBeUZHbpGOqr057LOWWZle3T3fj7XIhhERRel+QLo3X6QmAj9M+jQoVLcyrM6vxVTVS3Vtz1oO+
99nh6Z/D9Li6wVQZdnRuE7FXYq/M7Ny0OxV2KuxV2KuxV2Kvp7/nDL/eXzb/AK9j+q4zC1fRshyS
z/nMr/jt+Wf+Ya5/5OJktJyKzfOmZbW7FXYq7FXYq7FXYq7FXYq7FXYq7FWYflfpV5qevXVva3i2
LixnLTvGZQFcrGRxDR/z1ry+/pmu7Ty8GMH+l+tyNNj45PddbkvbPSLTTLmwa4eXUdPlkuIYTGkU
cb2qEBR6/pqrwByrbcRTlWhzU4so5W3ZMZ4ZH3vOrH8vvP2oz31/PbWNne3t1aalb2l3cxQmWCzg
kgMf7vkInc3SKivxbrXpkxngBQN/jzYnFKUrZRpWqX0TXlrPZXMVpcqVe3ZJi8EkbRCOTgwlavps
I2C8Oa7UoFzlp4+W4+z8ffTtwd75J5qsBu/q3qafd2+pXEoM9iZC8vHkJXktopVWMSBQxUBq/EA4
oQMpxijz2/HNslLa3z75lv72DzDei9liluXMckjQ8GX95GsoVWQ8fh5AbHrtnTafGDjHDydfM7m+
b33SbjTdWvLfWVtuSJYx8SzqoAKVQKSD1StedK/t1WpHIzjOAML/AIj+Px8N3YGub2P8u9LNjDfF
qlp2iZmehcsEPIEgLVVJou2b/wBnt4z94/S63Wz4iGX50bguxV2KvgH8u/I1r5ht9e1nVJpINC8t
WTXt96JCyzSMGEFtGzB1RpmQjkVNKdM2uSdUBzLVEWkMqaFJpCXFusyamtyI5rZpFaJoWUlWj+EP
Wo4tuaf7Kgnva7PSvOf5SeXtF1TznYKbu2t/Ldha3Vlqc0imGa6mSJmtTWNA5k9VvT4sCOO4bKIZ
SQPNmYhjHlbyjol9+XPmnzLfrO99pE9hb6ZDE4VJXu5SkiyDg7fCgqtCN/HLJSIkAxiBVsjT8ntJ
/wCV2weSxcyjRU+rXF88zL68Uc0cb+g7qqj1GklWJTxG7A0yHing4uqeDdgFnofp3+pWN1CZrqxc
wiD1FhrKsvBhyau+x2y0lEY81UaXYkvHJZ+kxguJI3S7SajQwvIKqg8Y6Y2kgdz33/nDL/eXzb/r
2P6rjMTV9FhySz/nMr/jt+Wf+Ya5/wCTiZLScis3zpmW1uxV2KuxV2KuxV2KuxV2KuxV2KuxV6D+
SU+pw+abyTTtOm1OYWLepBb7usX1iD1JAtVLcR0UdTt75rO1YcWMD+l+guVpJcMr8ntt9da9eSxW
8mhXUVpPDJE+rOUVo5OJHookSyhpDNGIiux5b8SoFdJ4NG+6tq8nJ47jXmfvVru98wxXkM0GjpFc
W1s36UsnmjMsHMI0MAbkgPrOjDkRvTtXKfBFVvzbOL1X5PBtRvtXja2FzHCUVYWBhRIGBiURmvAc
GY7ddyRy+cMcIG6vr5rKRFMi0prGyt7W4kJEc80scjRSMhosYeN1eRRGjIz7hCWK7EJvyxcgMrbY
ypOj+V/lbzaYvMF6dRikvIFMhiliSOP0ONupPrLIeI4cRRuwoPCkdp5cAOOPCeHv89/JsOCMyJb7
sz8keWdR8qWaWOmXF16UpZlXUlic/u68EhURLJxdndxxfvSgJrmHqtSct2BvV11/HJnHCP8AN9/6
nrP5fT6lMl/9fjMcyOopyBU1LnZeTFeu/wBwLUzddgioz+H6XB1sa4WXZ0DguxV2Kvz68lecl0bS
fMeg3ZcaZ5ks1t5pIwGaKeB/Ut5SpI5KCWRgDWjVFSOJ204WQe5qiaS6yt/L0E9q1xf+pJHcxvO8
cUjQmCtWC8hG/Nafy0NRv3wm0imfeYfzG8pazJ+Y0dy1wU8z3Nhc6HOIeYgFrNWUvGzpxkaGi8h7
itDvVHGRw+SSRulOk+d9G0z8srnyvZX17aavda2t++oQx8FFnHD6Sr8MoYPz+IgbU75IwJlfkoIA
5oHyX54j8qz2N/aslxfyXyXGqm6tIbnjFAyvF9Xkm9RlkJLlnXifs0O2GcOJYypS86at5U1jzrqn
mDTp7hLfUL2e8W2ngVCvqFZByZZJN2keSu2wA3NdmAIjS7XahNrOihJBDK4QQzpHH6Rqzy27QhmZ
nY13B7gb0GGiyMhT3X/nDL/eXzb/AK9j+q4zF1fRjDkln/OZX/Hb8s/8w1z/AMnEyWk5FZvnTMtr
dirsVdirsVdirsVdirsVdirsVdirIfI2pT6drMlzb+is/wBXkjimmj9X0y5C803Xi1DTl0pWua7t
ON4wP6X623DMxNjm9J0jW9XJhktdSa4ltZC728kfNIrdynCSV+SNIYuC1I4yb1qi83bRTA325ufj
kdmVaYbyWC7ea9YpbIX0+8T0XE08gIMjMvOL923Mxwt8KMw+CioMplOqb+C7eXalPBe3LyvLF9Zp
6pa1jVCrRIDCq8fTh4n9kpxbqSG2yrEDEeXn9vn87a5m0vt75HhlgmmKlKKwZmCc0qOboCzO/wAb
BWP83hlsoEcuTAF7P5As7iXylpU3qyPDP6rFEdAC6XRVRyk2IRVJ+Acvi6E5pNZQyG+lfc7HBL0B
kFrdvA7mC6e6VipdrySNY4RShUcADySQUPCtK7knkMxfx7/x+KbOGmf/AJXMJLS6lChPVjt29NRx
UV9TegVFBP8AkgDpt3PRdh8p+8fpdbr+jOM3zr3Yq7FX56f8qw/Mv/qUtZ/7h91/1TzbeJHvDTRd
/wAqw/Mv/qUtZ/7h91/1Tx8SPeFou/5Vh+Zf/Upaz/3D7r/qnj4ke8LRd/yrD8y/+pS1n/uH3X/V
PHxI94Wi7/lWH5l/9SlrP/cPuv8Aqnj4ke8LRd/yq/8AMv8A6lLWf+4fdf8AVPHxI94Wi7/lWH5l
/wDUpaz/ANw+6/6p4+JHvC0X0V/ziX5Z8yaHbeZxrek3mlm4eyMAvbeW3MgQT8uHqqvLjyFaZiaq
QNUWyHJL/wDnLHyp5p1zWPL0mi6PfapHBb3CzPZW01wELOhAYxK1K074dLIAGyiYeC/8qw/Mv/qU
tZ/7h91/1TzK8SPeGFF3/KsPzL/6lLWf+4fdf9U8fEj3haLv+VYfmX/1KWs/9w+6/wCqePiR7wtF
3/KsPzL/AOpS1n/uH3X/AFTx8SPeFou/5Vh+Zf8A1KWs/wDcPuv+qePiR7wtF3/KsPzL/wCpS1n/
ALh91/1Tx8SPeFou/wCVYfmX/wBSlrP/AHD7r/qnj4ke8LRd/wAqw/Mv/qUtZ/7h91/1Tx8SPeFo
u/5Vh+Zf/Upaz/3D7r/qnj4ke8LRd/yrD8y/+pS1n/uH3X/VPHxI94Wi7/lWH5l/9SlrP/cPuv8A
qnj4ke8LRd/yrD8y/wDqUtZ/7h91/wBU8fEj3haKb+V/y6/Ma21PnL5Q1N0eNoytxp9wEPMgdWQB
SOob9nr2zE1khKAAPXozx7Fl8flHzwLuNpfK2pRxx3BkV4rK4VgX2Lq0cQdQOvwEHx7U1M8RLkCd
M08v+XvM4s2l1bQtQllRD65msnJmEkn920YE5b0lVVHEU4/ZPEUGHPDK9gWWLUHq8n1f8v8A8xI3
aK18q6q0cJ9FVXT7jdRsW5IpDH4ftcj2AJGTw4ZHmC2zmOiVwfl1+Z0dzVvKWr8T8LMthc8VOxDA
GLoDQ/RmRLHYahIW9h8jeWdftPKOk22oeV9S+skXEIEltKUjEl0xIkhdea/COYcqg980Ot0uWWWR
ESRt0Pd+BTscGWHCBY/BZgun+Yfq80r6Xex3PGZUeK3uAyRsySgR8AG/aVuINK1HHmGzDGizA/RK
vcy8WBNE/aGZ/lhZXtmNThu7e4imU24aW5hkj5kIw/cyPXnEtAFXkSnfrU77sjDOAlxDhunD1som
qIPuZzm4cF2KuxV//9k=
uuid:9DAB2F4A812D11E38291D6F15CCA93BC
uuid:86adaacc-71cf-41c3-a1aa-6a4fd3ce8452
uuid:9DAB2F49812D11E38291D6F15CCA93BC
uuid:5C824DB1809211E38769D1BBF7213234
EmbedByReference
/Users/andrea/Desktop/Fede/Lavori in Corso/Progetto AQUA/Loghi x pubblicazione AQUA/CRPA immagine.psd
uuid:34311C4C813911E383B583730E6C8418
uuid:34311C4B813911E383B583730E6C8418
Print
Document
1
False
False
100.000012
50.000006
Millimeters
BauerBodoni-Roman
Bauer Bodoni
Roman
Type 1
001.002
False
BauerBodRom; Bauer Bodoni.t1
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
CMYK Rosso
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Giallo
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Verde
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blu
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
Gruppo colori per stampa
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Scala di grigio
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
endstream
endobj
772 0 obj
<>stream
application/pdf
Adobe Illustrator CS3
2014-01-28T16:47:19+01:00
2014-01-28T17:45:50+01:00
2014-01-28T17:45:50+01:00
256
60
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAPAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A4vnZOodirsVXenJ6fqcT
6YPHnTbkRWlcFi66ppG6DpS6rq1tp73UVkk7Ue6nJEcagVZmPsB3oPcZja3UnBhlkEZTMR9MeZ8g
zxQ45AXSGvbU2l5NatIkrQO0bSRklGKmhKkhTT6MuxZOOAlRFi9+bGUaNKbRyKqsykK4qhI2IBpt
9IyYIKKW4UOxVOPJv/KX6H/20LX/AJPLleb6D7izx/UPe+gvyugmT89vNUzGv1j9JngZ60SG/jRX
jQSSNIpL8W5oio4ZUqVfORdseT2nXdYtdF0W+1a7NLawgkuJR3IjUtxHuaUGTxwMpADqwJpg35ce
e9Vl0XWf8YXMbajo0ceoXM0SqFFlc24uEAVAtTFR4271XMrU4AJDgGx2+LGMu9S82fmFqkvkbUtT
g0vUtBe3bTpre6uEj/ewXF5Cp9P0nk+IxsQyEVFcOLTgZACRLn9yylsmM/5lwSWOp/WNP1LRrnTx
ZziOaOBZ5Le7ufRR0VzKq1ZSrK45AdN+kBptxuJXf2BPEv1f83fL2ma5Nps0E729pcxWV9qKND6U
M89OIKNIszKvMc2VCFxhpJSjffvSmaMP5i6YInH1Wc3qawNBFl8HqG4JqH609P0v3vL+XIflj37c
PEvEg5fzJsdOihWS2v8AUZ7vUtR0+3ihiieUy2UrqUVI+A4fBRC3bdz1OTGmMu4bA/NeJdH+aNlL
YW7x6VetqtxqM2kLpP7kSrd24LyK8pkEIUIOXLnv2wflTfMVV35LxJr5K8z33mPTri9utN/Rghup
rVIGmE0hNu5jcvxVVU81Oysw98rz4hA0DeyYm0jtPzSm1LVdHttL0Kd9O1m8uLS21O6migRlsw5u
JEiX1pTxET8VdU5U6jLTpeEEmW8Ry97HjRmnfmZYXt5Zf7jbyDR9TuXstN1qURC3mnQsAoQSGZFc
xsEZkFcjLTEA7jiG5CeJrTfzO06+u7H/AHHXkGkapcvZaXrUoi+rzzoWAXisjTIJDG3AugrjLSkA
7ixuQvEkWr/mVPqdzoSaVYajbaZe6zbQQa1xRbW5iScxypVHLqslDx5qOQy6Gm4RKyLETt3I4ma6
15qsNH1TT7G9R0TUI7qRLoU9NDZxes6v3qY+TD/VOYsMRkCR0r7WRKT6L+aGjaxbaZcWdrcyDULO
7v5IlUPJbxWTiNxIikszPIeCBaknLJ6WUSbPIgfNAlaG1b80BHpWvmw0q7j1rR9NOpJZ3yRxhojy
USNxl+zGULOhKvQUA5ZKOl3jZHCTWyDLYr738z49O0zSZb/SbhNW1aN5oNMEtqrCKIBmlaV5hEqk
MOIL8jWlK4x0tk0dh13TxOP5t6JKmiyafp2o6ouuW8tzapZwLJIggkWKRZULrx4MxDGtNuvTB+Ul
vZA4e9eMM2icvEjsjRllBMbU5KSK0PEsKj2OYpZLsVdir87s7J1DsVb4sFDUPEkgN2JFKiv04LSm
Y8zawPLx8v8Arf7jDN9YMVPi50A+114/5PSu/XML+TsP5j8xX73h4b8vdyvz59OTb40uDg6JXmc0
ro45JHCRqXc9FUEk/QMBkALKQLTLUPMur6hpNhpN1NzstN5fVE7jmankerU/Zr9kbCgzCwdnYcWa
eaAqeSuL4fd51z6tk80pRETyCWcW4hqHiSQD2qOv68zba2sKE48m/wDKX6H/ANtC1/5PLleb6D7i
zx/UPe97/Kq+vJvz6812jzSyQ2rauVj+OkYl1CI/H6hMYVuIKegAT/uzfORdseT2Hzj5afzHpttp
jTrFYm8t59RiZOYnt4H9UwdRTm6rU+GW4cvAb61swItJtZ/K3R7u/aXTkg0qzvdOutL1W2toVjE0
VwA0Ui8OKh4pFrUjcbZbDVSA33IIIQYqVz5M846p5YuNC1rV7OVAbJbSa3tnjJFncRzGSblI3xyC
PjxWijrhGaEZ8UQevXvC0SEX5n8iXGtX+p3IvVhW/s7C0RDGSU+pXj3RYnkK8+dPbI4s4iAK5E/a
KUxSq+/K28PmC9urCbTU0/U7xb+6ku9Piur2JzT1o4JJKpwk41+JTxqaZZHVDhAN2BXOgjh3Th/y
/t2/MVfN4uCEFvRrDjs12EMC3PKvUW7GOlMq/MHwuD8V3fNPDva3T/Is1pqthfG8VxZalquomMIR
yGptIVStdjH6m574ZZ7iRXMRHyURYL+ZXlCC002LT9UuUh0fV/MN3rF5q7wPLFacoG9KGSNGVj6j
GnLko2zK02azYG4iBXexlFl/5R3k8miXdlFDbnRtOn+r6TqNravYxXcfANJIIJGc/DKzKXBox+nM
fVj1A/xHmLukweZ+R0h0vzTbanpwtZ/M2q6k6an5fksJzdWMNxcP67C75KkfoxndhGFPTfM7P6oE
H6QNjfP4MIii9G0v8utftn0rS7rVoJfLGh3n1+whjgdLyRld3hinlMhj4RtJ1VPioOmYUtRE2QPV
IV5MxErdK/LfXLZ9I0u61O3l8seX7z6/psMdu6XjshkMMc0hkMfGL1eqpVqdsZ6mJsgeqQo9yiJ+
CGg/LHzVDb6XpcWvQR6HoF5HeaTbi1JlkEc/qKl25ko3poWVeAWvU5I6qBJPD6pDff7l4SyL8xfI
6ecdDi0360bKWKdZkuVXkwQq0UybFftxSMuU6fP4crq0yjaWwflbDbXPmya0vmtT5ht/q9gY1o1i
rq7S8KEVDzyF6Cnz75M6qxGx9P2rw80n8ufk3f6daalDPf2UQ1TR5tHnisbP0VXmvFJy3PlJIas0
hfrsBQDLMmsEiKB2le5YiCP1T8utfv49J1C5udKvdd06CSzkS7sTJYy28nEgGNpHcSRsnJXBFdxQ
A5GOpiLA4hE7890mKdeXfJdxpV/pV5NdxTvYaddWMohto7VHe6uYrgukUPGNFX0iKAb1qTWuVZMw
kCK5kHv6UkRZVmOydirsVfndnZOodiqbSeZtRfy3H5fpGLGOY3AYLSUseoL13Xpt7DMEdn4xqDqN
+Mx4ee1e7v8A1txzS4ODolOZzSnEuiw6Xd6cNaZxHOqXF7aW9DcRW7kceXOiq8i7gHoCCetM18dW
c0J+DVxuMTL6TIe7cgHY+YNNxxiJHF8e+kU91HounStZK0N7rCv6fJg0tvp7EgJyAX45/wBo0HwD
wfKvCOoyAT3hiI90sg613Q6bn1ecGZlwDbnL7B+38c0jns7yCOKSeCSKO4XnA7oyrIv8yEj4h8s2
MMsJEiJBMefl72gxI5phd+ZtRuvL9noUixCzsXaSJkTjIxcknmw+11H3DMXF2fjhnnnF8cwAd9tu
4dP2tksxMBHoEpzOaU48m/8AKX6H/wBtC1/5PLleb6D7izx/UPe+jvys0/Sz+a/mS9gRRefWNXEv
rXdvcSJ/uSKt6FtHOJrdZKKzF7ff+f4hXkXbHk9rxYuxV2KoPVNY03S0t3v5vRW7uIbO3PFm5T3D
cIk+ENTkx6nYd8lGBly6boJXpqenOWC3URKTfVmHNdp6V9Lr9vf7PXHhPclE5FXYqsaeBJo4WkVZ
pQxijLAMwSnIqOppUVw0q/AqyKaGUFonWQKzIxUhgGQ8WU07gihGEilX4FdirSSI4LIwYAlSRvup
KkfQRTGlbxVqORJI1kjYMjgMjDcEHcEYkKtaaFZUhZ1EsgZo4yQGYLTkQOppyFcNKvwK7FWndERn
chUUFmY9ABuTirYIIqNwcVdir87s7J1CtZxW8t3DFcSmCCR1WWYKHKKTQtxLIDT/AFhleWUowJiL
kBsOV/Gj9xZRAJ3RfmK10a11i4g0a8a+01SDb3LoYyysA1Cp3+GtK0HyzH0GXNPDGWaPh5OsQb+3
7WeWMRIiJsIvQorfT7ZtfvI1lWFzHptrIKpNdAA8nHeOEEMw7kqvQmlOslLLLwIGrFzI5xj5f0pc
h3DiN2BcsQERxn4e/wDYm1lDa3s8FrqNw87X6S6x5ivI2VpQkaPLHDzbYEgcm8WdRQlQMwc0pYom
WOIjwGOLFHfh3IiZUOg5DuESbAkS3RAJAJ5+qX4/HNPtN1WO51u11b64NOtr/TZ5bfSjLFBbm5t+
VpDCzMYonSihl9bw4knvq9RpjDBLFw+JLHliDOjKXDKpylQuQluQeDv4gI8hfCdyEroGPLzG34ti
fma/gntobee5a4u7YskEMUizRRKzF5GluAKXE0jHdk+GlKGnwjfdn4TGRlGPDGW5JBBO1Dhj/BED
od7uxe5xM0wRRO4/HPqUF5a0/QL26nTWtRbTYUgd4JFi9XnL9lE+0tPiYH5DqOuXdoZ9RjjE4IDJ
IyF3LhqPU8j+O/kwwwhIniNJQaVNNx2J2zYNSceTf+Uv0P8A7aFr/wAnlyvN9B9xZY/qHvfT/wCX
t3ct+bnmyxX1o7SAzzPbOZwFmkuBxkKxJb2SiZCWTmrzMvxc/tV5F2x5Mt/MrU9QstHsIbO9OmDU
dStbG61JacoIJmPN0ZgVVjxCBiNq5kaaIMjYugTTXJ583mPWdOvPM1naeZ7jVrPS9Q0GKG8keNmi
S6uXFxE0kYVW2ort9GZvhxkIkxokSYWbO/cnmvfmNb2935yuLPWXNnpkOkwW8tmsVz6VzcTTrKsY
lIh5MoUMzHivepFMpx6YkQBG54v0JMubG4/M+s6oGt9XvDONN816H6Xqy2szxJIysyvLZrHAaMp+
yNjUZecUY/SOcJd/6UX94TLzZLc6pEv17UbmGO086x2kE8Uix+hCY04tyZWA9Op4nsTkMQEeQ542
R/SmPmrzB5l0rXX8u6bdzXJ82QWq+W780kW3kQiK9cMOvGAifwrkMWOMo8RH0Xf6P1KSbrvZH+YJ
1q30PTbTRr7heG6iR4nuo7W5vIY43Lwwzyo6iViFYmnQHcVyjT8JkTIbV3WAmTDzJa6l5h/L7UZd
V1G2RrfUkM93NAkvK2eNWSVkX02MrfAxX7SqMyaMY5BQ6MeoUv8AlYutT+eNPhs9TmfSpdel02SK
f6hFG6KHQxxW6BrwhG4/vZHoTT4RWmH8vEYzY34b6/2fBeLdS0+5m0Hytqz2WuXMl2vmf0LlJpkd
o4Rq7RO5UKpX11f94x2J8MMhxzFjbg/3v6EDYfH9Kd615svdTvPOVr5e123iazg0mCyneZEgjuZp
p/XjSVldBJKihAaGjU7jKoYhEQMo8+L9DInc0yf8u76a60W4S5a9+t2l3LBdRX80NzJHIFVzGk8A
CyRqHHFjv45RqY1LaqI6MosDg1nzdrV7oGn22uTaa2pap5ghubiJEkb0LWUmNEV6qCqjihNePXem
ZZhCIkSLoRYWT9rOPy2n1BtJ1Gzvr2bUG03VL2xgu7khp2hhlpH6jALyYA7mmYmpAsECriCyiwzQ
JvNfmY+V9P8A8Q3WnQXfl5b3U5rcJ68riZEqjuGEbnl9sDpt3zKyCEOI8IPqoMRZpD+XDqOqar+X
eq6trNzFcnT9R9ZvVRVmFrcwhA1Qd51ZfV3qwUdDvhyVEZAB1H2j9HRRzC/y95h883/mO01WbU7e
2srrV7iyk065vo1UwRSNEbaOy+rq4nQKrhvWqe4o2OTHjESK3Ebuvtu+XwUE21pd55yWz8r+Yrnz
DdXH1/XRp/6NVUW3Fo888biWil5XpHUMT8I6DvjMQuUREbRu/PZd0XoPmXVE1DW4b3WJr+9mstRv
NNubS6tbnTnghYcHWKNRNbSRclTi1Qx5bkjaOTGKFChYvY3+1IKG1PzX5t0uy06GG7knuPOGi2EW
jSPv6OpkxQzstBRaxXHrb90OGOKEidvokb9342QSfmoeZ9a89/4h1q30/WYtPg8ufUobeW9vobWM
84kkaa6ieCUz+uWKj94lPCuSxQx8IJF8V8hfy32pBJt8sZvnWuxVEvpeopYJqDW0gsZHaNLkqfTL
LQkcun7QykajGZnGJDjAuutfgM+CVXWzItbvfJxNjFFLdahb2VrFCkEIW0jDlec7erIsrsWndz/d
Dagrmp0eLV1MkQxynORs3Pa6j6QYgegR/iO9mnIySx7czQ93v+3yW6HCt5omvppqRwXdw1rH6Lyq
vCx5s8zepIVqBLHDy/ph1kjDPhOSzCImbo/3lAR2H9Ezr9a4xcZcPPb5fiko1y8gmngtrV/Us9Ph
W2t5CKcwGaSSSh3AeWR2AO4BAzYaPEYgykKnOXEfsAHwiAD5i2nLIE0OQ2S3MtqRU2l6lDZQ301r
LHZ3BKw3DKQjlaV4k/PKY6jHKZgJAzjzF7hmYSAutkLlzBOPJv8Ayl+h/wDbQtf+Ty5Xm+g+4s8f
1D3vpn8uNLtrP82vMsiato1zM76lJNZWE/K9H1m9ikT14hDGtYRGySEOxDmhzkXbHk9ZvrCx1C0k
s763ju7SYcZbeZFkjcVrRlYEHcYYyINjmxY3pn5eaJZ6prjm0tH0XWILKBdIFuggjFp6pNU+weTS
8vs7EZfLUSIjueIXv72PCE4Tyv5ZS0ls00iyWznjSGe2W3iEbxxEtGjoF4sqM7FQelTlfiyu7Npo
LR5S8qi0ksxo1iLSVEjlt/q0PpskbF41ZOPEqjMSo7E4+LO7s/NaCvcaBoVzbT2tzp1rPbXMvr3M
EkMbxyTbfvHVlIZ/hHxHfbAMkgbBK0lFr5TnPm1NbvpoWtNNge00DTreL00t0m4+rI5JNZGCBBxA
UL23yw5hwcI5nmVrdO9S0nStVtvqup2cF/a8g/oXMSTR8h0PFwwqK5VGZibBpSLQ8vlry5Lb2ttL
pVnJbWJrYwNbxFID/wAVKVon+xwjLKybO60Fv+FfLH1uW9/RFl9cndZZ7n6tF6ryIwdXd+PJmDgM
CT13w+LOqs0tBubyv5ZmF4JdJs3Go76hW3iPrkENWX4fj3APxd8RlkK3Oy0G4/LHlqO0ls49Jskt
J40hnt1t4hG8cZLRo6BeLKhdioPSpweLK7s2tBEabpWl6Xai00yzgsbVSWW3to0hjBbckIgVanBK
ZkbJtQKWQ6JosEkMsNhbRS27yyW7pDGrRvcf3zIQKq0n7ZH2u+JnI9VpEW1naWokFtBHAJpGmlEa
qnORzV3biBVmPUnc4CSeaVG10jSrRomtLKC3aCH6tA0USIUgqG9JOIHFKivEbYTMnmVpTPl7QDFb
RHTbUxWfL6nGYI+MPL7XpjjRK9+OHxJd53WlNPK/ltNXbWU0q0XVm+1fiGMTk0IJ9SnKpBoTXD4s
q4bNIoK40bRxBBbixtxBay/WLaERJwimqW9SNaUV+TE8hvucjxy52mkPa+VfLNpeXV5a6TZwXd8r
R3k8cEavKjmrrIQvxBju1evfJHLMgAk7IoIo6TpZFops4CNPINgDGlICF4D0dv3dF+H4e22R4zvv
zTSH1Dyx5c1G/g1DUNLtbu+tqCC5nhjkkQAkgKzAnYmo8DhjllEUCQEUHwBnXupdiqMfWdTfSU0h
rhjpscvrpbbcRJQjn0rWjHMcaTEMpy8I8Qjh4utdzPxJcPDeyj9SvPqv1v0X+rBuHrcTw5EVpy6Z
Z4seLhscXcjhNXWyjljF2Kq0tldwwxTywvHDMCYpGUhWAJGxPXplccsZEgEEjmyMSBZV59Z1SfTL
fS5rhnsLRme3tzTijMSWI2ruWNf7BlcNJijkllEayS5nvrl+P1pOSRiI3sEFmQwTjyb/AMpfof8A
20LX/k8uV5voPuLPH9Q976B/KqZZvzy81EXsEhEmrhrSO3to5V9K/hjq7Rj1APiFCftkFmoevIu2
PJ7Zq+saZo+ny6hqdwlrZw05yvWlWIVQAKkkk0AAqclCBkaHNiSk0f5keSW0s6o2ppDYrdfUJJZ4
5YClzx5+nIkqI6fDvVgBlv5bJdVvVseIO0/8xvJ+qWgutO1JJYvrkGn1eOaM+vcsojQK6K3xhvha
nE+OMtNOJojpaiQUbr81fy+tL97C51qGK6jklhmVhIFjkgZkdZX48IzWNqciOXauEaXIRYC8YVof
zI8lTaO+sR6kPqKXAsyzRTLIbgqHESwsgmZip5AKm43wHTZBLhrdPEEE3n23v9Z8qx6HOlzpes3N
9b3btG6SKbS2kk48ZAjxsJE+IMvTJeARGXFzjX2lHFyTfzD518seXpYodYvhazTo0kEXCSR5FRlV
uCxq7MQXHwjfv0ByvHhnP6QkkBC3v5k+SbLT7DULjVEFpqaSPYOkcsjSiJlSQKkaM/JGcArSo38D
ko6bISQBuEcQbvfzH8k2N5FZ3eqxQTyrC4DrIFQXA5Req/HjEXG4EhBxjpshFgJ4ggfPH5l+XvL1
lq1qt/EmvWdlLPb27pI6LMYme3SV1HpqZGA4qzAt2yWDTSmQa9NolKk8t/MulG2unnuFWXTbaK61
MBWpEkkZlDdNwVRjtXKjiN+87JtB3v5h+TLGaxhutUjifUYY7m1qshHozUEckjBSsSsTQGQrko6e
ZuhyXiCXWH5peX7u78x2zsbU+XjIZZpVmKPFEqc5TSP4Qrvx47seo2yyWlkBE/zkcQ3TPWfP/k/R
dQ/R+qanHa3QCF1ZXKoJa8PUkVSkfKm3MjK4aechYCTIBQ178zPIug3UtpqurR291AVEsASWSRea
CRW4xo548SDy6DucOPTZJiwEGQCc6trukaRpx1LUbpLeyHECY1YMXNECBQzOWrsFBJyuGOUjQG6S
Umb8y/JCaP8ApiTUxFp/1prAySRTxut0iGQwtEyCRX4qTQr+sZZ+WycXDW9X8EcQbvPzL8k2dnZ3
lxqPCG+R5bcCGdpPTibi8jxLGZI0VhQs6gDEabISQByXiCprP5h+TdGeNdQ1JUMsSXAMUcs6rBKa
JK7QpIEjY9GagwQ085cgkyAV7rzp5attbTRJbs/pJ2jT0UimkVWn/ulklRGjjL/sh2FcAwyMeKtl
tO8qS/O7OydQ7FXYqmQ8x6wNBOgi4P6JaX6wbagp6uw5cqcu3StO9K5hfyfh/MfmOH97w8PF/R7u
79Lb40uDg/hW6DLosWr20utQyz6YjcriGAhZGAFQoLbUJoD027jJa6OaWGQwGMcp5GW4CMRiJDi5
Ia/Nmb2c2Sslnzb6ushq/p1+HkfGnXL8InwDj+qt65WxnV7ckVf+YtYv9MsdMu7lpbHTQwsoSBRA
9OW4FT079O2Y+DQYcWWeWEankriPfXJnLLKUREnYJdmY1OxVOPJv/KX6H/20LX/k8uV5voPuLPH9
Q976m8gPcad+ZmvaSmr2uoWeotqWomztr2O7e1ljvYhwniFvE9u3+lMAnqN0Yb0rnIu1LNPPlhq9
/wCVru20dWbUS0DQenIkMgCTo0hilkDLHJ6YbgxGzUy7BICYMuTE8nnWl/lx5s9JY9SshNHN5isN
YmFxdreP9WjiaOVZnkC+pInFa0FDX4dhmbLUw6H+EjlTARP2p9rvk3XrvzFe3tvbq1vNruh6gjc0
BMFiqCd6E1qvHp1PbKceaIiAf5sh80kNP5CvpNOjiewhaVvNkms3AJj+O1N5I6yPv8R9Fx8J37Y+
OL5/wV8aUR+9Q1vyn5uP+IprGCQyX+tW17bm2uIbe4a1jtUidopZA4ifkpXsaVyUM0PTfSNfG1o7
oTyx5F84aVc6Dc3VpHLJp+tXt3dqt16rGDUrYxmX1ZQrSNE8h51+JqGnXJZc8JCQB5xHTuKBE7J1
5quNXtvzK0a40rS01a4i0i+LWzzJA6obi2UvE7gryBIFDT4Sd+2VYhE4iCa9Q+4pPNS8qeS9cstT
8vX+o20Ky241q6vUiZWS2n1S4iljii6E8UDqSop17HDlzRIkB/R+NKIofzH5Z84E+btK07TIL2z8
1urRanJOkf1b1LeO2kE0bDmwj9MvHwrhx5Yekk0YdO9SDv5rNa8redYYfNWhaVptre2nmZeSa1cT
rH6IazS2eOWKjSO49KsfH4atUkUIwwywPDIkgx6fG1MTv5qeqaF+YS/pyLTtHt5P8RaTaW0k810i
rayw20kU0RUDlIx50Qii13JpXDHJj2s/TI9Oe6kFV0XQvPfla+W403R4NW/Sen6XbXRku1tvqcth
B6Egb4ZPUQ15Dh3rkZ5MeQUTVGXTna0Qr615S8zy2HnywtbKGWPzCXmsbn6xxdma0ihWIxsvEUeN
viLjBDNC4En6f1qYnfza8z+XfN5uvN9npmlwX1r5thijjv2nSL6qfqq2cnrIw5sFC+onCu+OLJCo
kmuD7d7Ug7+arN5F1JLLzxDFAk9xq2mRWGl3LFBJMY9P+r0ZiaoDKP2jTvj44uHkbPzUx2Kc+atE
1aXyKmm6RG51G3WyEKxSRxShYJojL6U0oZEk9JXCuRscqxTHiWeW6SNmGaH5B83wxWKX9mDw80Qa
9K8l2LuRYPqTQt6kkgQvJHIq1p1J+HYZkzzwN0f4OHlXViIn7Ux8++SNTvvNb6zBpLa7bXWnLYfV
l1GbTjDJHI71cxvH6kMiyfEu5qOm+QwZwIcN8O98rTKO6V+d/wAvvOeo2Vto+k2/o2H6FtbBktr4
wWcc8BcOsyuGuLhFTgsXI+PLvlmDUQBJPPiJ5b/qHmiUTVJlceXPOg846bqenaYdNV3sf0nf29+D
HJaxRgTwXVo4KySLQojp2pvkBkhwEE3zrbr5FJBt6dmAzYR/yBL/AL9r/pwzK/f/ANP7WPpd/wAg
S/79r/pwx/f/ANP7V9Lv+QJf9+1/04Y/v/6f2r6Xf8gS/wC/a/6cMf3/APT+1fS7/kCX/ftf9OGP
7/8Ap/avpd/yBL/v2v8Apwx/f/0/tX0u/wCQJf8Aftf9OGP7/wDp/avpd/yBL/v2v+nDH9//AE/t
X0u/5Al/37X/AE4Y/v8A+n9q+lVtf+VOfWofqn+HfrXNfq/pfUfU9So4cOPxcuXSmA+PW/F9q7My
zGZOxV2KuxV2KuxV2KoVv0V+lYuXofpb0JPRrw+sfV+aepx/b9Pnw5U2rxr2yW9eSEVkUuxV2Kux
V2KuxV2KuxV2KuxV2KuxV2KuxV//2Q==
uuid:F6E74E4789CA11E390959B54AF020E3E
uuid:7dcaf40a-a3a8-4c65-92e3-7615e8e4ba0a
uuid:d6dd2944-a065-484b-a264-cecf7760b6eb
uuid:B8235627662D11E09154F111DD3246E9
Document
1
False
False
179.999984
100.000012
Millimeters
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
endstream
endobj
773 0 obj
<>stream
application/pdf
Adobe Illustrator CS3
2011-04-12T00:25:37+02:00
2011-04-12T00:32:39+02:00
2011-04-12T00:32:39+02:00
256
140
JPEG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uuid:B8235627662D11E09154F111DD3246E9
uuid:d6dd2944-a065-484b-a264-cecf7760b6eb
1
True
False
180.000006
100.000001
Millimeters
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
Document
endstream
endobj
774 0 obj
<>stream
application/pdf
Q x cop
Adobe Illustrator CS3
2014-01-18T22:26:10+01:00
2014-01-18T22:26:10+01:00
2014-01-18T22:26:10+01:00
256
252
JPEG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uuid:A242174A820311E3ACA6D04500B2175E
uuid:36a59951-0039-4743-9daf-c242c2e26a71
uuid:e36bce5a-1cdb-41dc-aa96-cb50331a4cea
uuid:A2421748820311E3ACA6D04500B2175E
Print
Document
1
True
False
215.000033
307.000016
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
CMYK Rosso
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Giallo
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Verde
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blu
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
Gruppo colori per stampa
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Scala di grigio
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 8.00
endstream
endobj
775 0 obj
<>stream
application/pdf
venetoagricoltura COLORE
Adobe Illustrator CS2
2008-04-15T09:42:45+02:00
2008-04-15T11:11:57+02:00
2008-04-15T11:11:57+02:00
256
80
JPEG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uuid:A1B056AB0C6211DD8ED9FEC8B9FFEDE6
uuid:fff1a6aa-0acb-11dd-a3c9-000d93b87cdc
uuid:11098973-756e-11dc-aaa5-000d93b87cdc
uuid:2731D7BF771111DC8454ED39083C6C13
endstream
endobj
776 0 obj
<>stream
application/pdf
venetoagricoltura COLORE
Adobe Illustrator CS2
2008-04-15T09:42:45+02:00
2008-04-15T11:11:57+02:00
2008-04-15T11:11:57+02:00
256
80
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAUAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYq7FXYq7FXYq7FXYq7FXYq7FXYqxD81PPJ8l+T7jV4oxLeu621jG/2DNICQXpTZVVm96UwFry5
OGNvliHzV5/80axFZtql3f3moSrFHbPMwjLSGgUJVY0XfsAAMz9LmOPcPO6mMsx4SSb8028xaFr3
lDXzY3c3pajAscyXNq7gfGoblG9EbY1FfEZ02DURzY7rY9HS6jTz0+ThPMdQ9y/JH8wNS8yWN3pu
rSevf6cEaO5P25YXqPjp1ZCN271Hfc6DtTSRxyEo8i9N2PrpZYmM95R694/Y9OzVO6dirsVfNP54
/nDr0vmC78taBeSWOnaexgvJ7djHLNOu0ilxRlRDVaDqa1rthp12o1JvhDzvTdH8zHR180vcXCWD
3Rs47pZmVzOqCQ1IPKlO/iPbNh2bo8eaZEzy6Oq12oy44CUeRNW9e/Jf8y9bbzBD5f1i8lvrS+DL
azXLtJLFMqllHqOSxVwONDXelO9c/tDs7HHHxQFEMey+08ssvBkNiX2F75nPvUOxV2KsI/5XX+V4
nkgfXY4pomZZI5YbiIqyniwPONd64LDV40e9N/LPn/yj5ouLi30HUBfSWiq1xwjlVVDEhfidFU1o
ehxtlGYlyd5o8/8AlHyrLbxa/f8A1FrsM1uWimdWCU5fFGjqKV6E42ssgjzS22/OL8t7prhbbWVn
NrC1zcelBcuEhSnJyVjI25DG0DLHvQv/ACvX8qP+r/H/AMibn/qljYR48O93/K9Pyp7a+hPYCC5J
+4RY2F8aHem1j+ZXkq/0XUNatNRMmnaWeOoSehcK8R/yomjEv3LjbIZIkWgtO/OX8stRvobG116F
rmc8YlkSWJSfDnKiICe1Tv2xtAzRPVmeFsYr5g/NLyH5e1R9L1nVBZ30aq7RPDcEcXFVKusbI30H
bBbXLLEGiULb/nL+W1zb3dzb6x6sFiiyXcq290VjV34KSfS7scbUZo96H/5Xr+VH/V/j/wCRNz/1
SxsI8eHe2v55flW7BU11Xc/ZRLe6ZifAAREk42F8aHenNr+Yfk278s3HmeDUlbQ7RilzdmOVeDKV
BUxsgkrV12498bZDIKvok3/K9PyqABOvIKgEAwXINCKjYxY2GPjQ72v+V6/lR/1f4/8AkTc/9Usb
C+PDvcfz0/KoJz/TylaheQt7oip8aRY2F8aHeztHSRFkQhkcBlYdCDuCMLaxHzF+bX5f+X7prPUN
XjN8po1pbq9xIG/lYRK4U+zEYLa5ZYjmWOT/AJzfkz5gCafrbI0YcSRw6pZM8QcAqH+JJEU8WNGN
NsbYHNA7FmWj+VfIFLfVdG0fSaf3lpf2dtbdtuUcsa/iDkrLMYocwA8p/wCck9HKXej60i7SRvZz
N2BQ+pH9/N/uzd9kZdpR+Lz3b2H1Rn8P1fpYn+Rmtfo/8wrSJmCxajHLaOT4sPUT73jUZk9pR4sR
8t3C7HycGcf0rH4+IfUWc09k7FULq2ow6ZpV7qU/9zZQS3Mvb4YkLt+C4hjKVAl8IXtzNeXk93Oe
U9zI8sreLuxZj95zI4XnDks2+m5/JXof849wacEH1q2sk1RqjcSFvrUtfcI7Jl2gy8GYHv2c/W6f
i0hHUDi/SfseEaTqcumarZ6jDvLZzx3CDxMbhgPwzpslSiYnq8jikYSEh0N/J9o21xDc28VxCweG
ZFkicdCriqn6Qc4wijRfQ4yBFhUwJdirxv8A5yC8g2eoadF5gtoEW7Qi1vpVAUkSnjbyu1R9ibih
J/YdvAZGQcfPjsWi/wDnGvWdOu/IJ02GJIL/AEu4kS+VQFd/VYyRyv4kiqb/AMmGK6Y+mmY/mfca
NbeQdcn1eKOa0jtJOMcihqyupSHjXo3qMOJ7HEtuQjhNpR+Snk3/AA75OgubqEJrOr/6bqDlQHHq
CscR70RKVH8xbEBjhhQ8y8S/5yI0vTLLzddCztYraq2krekoQF50mVyQPH6un4nqTkTzcXUAW+lL
3TPKemaPI97Z2dvpVnD+9MsUfppFGP2uQPQDJUHNIACTfl75P0zQ5tX1PSJkk0fX3gvdOhRWURRG
EUUcv2fi+EdhtiAxxwAsjq8O/NDyK19+ZXmS00izT6vb2UWqXEUQpJH8KJJJCg+1u3J07itPi45E
uLlx3I0zr8kPzZlvink/zNMP0vAoGmXztUXUVKqpcn4n47q37a+/UgtuHLfpPN6J+Y2nWd55K1h5
4UkltLOe6tJHUMYp4IzJHItehV1BwluyDYpJ+Rul6fa/lfo5ggRGvYnmu2oKyOzsCX8dhT5YhjhF
QDxL80tA0e0/Nq3sLe0iis59UgDwIvFeE0Vo7pQGnEvI7bfzHIlxcsRx/H9T6P8AMNv5L03Rbi71
22sodJhX9+08MbRgH4QOPE1JrQACuS2c2VAbsH1T8q9Tt/y+1fyt5fmjki1rV1vIpJWYC3tHliko
S5YyGP0fmw98FNRxHhIHUs0038vvJen2iW0WjWkvFOElxPBHLNLX7TSyupZ2buThpsEAOj5s/LHR
dJvPzk0+xu7SKeypdMbaRFeMlIpePJGBBpQdchFw8cRxvoDzf+VPlTXPL95p1lp9rpd7NGRbX1rA
kLo/YMYghZG6Mp2PzpkyHLniBFMC/Ozz1q/lny9p3k/RrgpqTW1vFfXsJIcKVMaRxkbq0npMSeoF
P5sBLVnmYig9B/Lb8t9G8maHbwQwRyau6A6jqBAMkkrCrgOdwgOyqP11wgNuPGIhNfNnk3QPNOnP
ZarbJKeJFvc8QZYWP7UbEfevRuhBGJDKUBIbvn3yprmr/lX58TSruUny5fXT2d/bksY4pkKj1o+V
SPglil943CmrCoiNnEiTjlXR7B+eOjfpP8u791UtNp7R3sQH/FZ4ufoid8z9Dk4co89mrtXFx4D/
AEd/x8Hy7pWpzabqlnqMP99Zzx3Ef+tE4cfqzeT9QI73k8cjGQkOht9t2tzDdW0VzC3OGdFkibxV
xyU/cc5gijT3sSCLCpgS85/P7XP0Z+W97ErcZtTkisoyDvRj6kn0GONh9OW4Y3Jwu0MnDiPns+Yf
KOhtrnmjStJAqt7dRRSU7Rlh6jfQlTmTMULdFgHHMR7y+4JreGa3ktpEDQSIY3TsUYcSPuzCBo29
SQCKL4q1vT5tK1i+0yb+9sp5Ldj4mNytfppnVQy8UQe94HLiMJGJ6Gn1J+Tet/pb8u9KdmrNaIbK
UDt9XPBB/wAi+JzntbDhynz3ew7MyceCPlt8v2M1zFc92KoTVtLs9W0u70y9T1LS9heCde5SRSpp
4HfY4oIsU+bvIupXnkL83/qepOEtdWkfTtSc7L9ZDDhNuRTmxSX2SXIBw4Hgnv1emeez/i/8w9F8
jIPU0vS+Os+YqHYhNreBv9YtVh4MD2wlun6pCPxL1DJN75d/5yU/5S+5/wCMOn/8Rusgebg6nn8v
0s086/lP58/wffNP5tuPMAtLVnGk3ETokhjUmqmOXk0ifaTmGqwFcJDbPFLh529U8kAjyXoAIII0
20BB2I/cJhHJvhyDCdF/9aG8wf8AbEg/4nDg6tY/vD7mJfnT+VJs3PmXQa20CSetJ6RKNZzli5mV
hTjA77v/AL7f4x8JfAQ15sXUJr5V/NZfNH5eeY9G1tlt/NGm6XeLcxtRfXRIHBlUV+0KfvB9I2Ox
vZMMvFEg82bfk3G8f5YeXVcUJtQwHszsw/A4Q24fpDwv88LWa7/NaO1glME9xewRRTitUd7azVX2
p9kmuRPNxc49f48mVfmr+WHnePyde3115muPMqWio5sZ4ni9NVdeU8QilKs6qCDzQ/CWPXCQ2Zcc
uHnb3tWDKGHRhUduvzyTlN4q+WPym/8AJ46f/qXn/JqbK4uFj/vH1PljmvmH8+Xig88RXUtQ0Wq8
pT4QLY6c0f8Aw4mp9OQLhZ/q+P6n08CGAZTUHcEdCMm5rsVfM/8AzklBANdmCNyuJHspEiUEnlJD
NHJ26kQRdD4ZA83C1L6Km04X2hyabfEsLq1NtdGtSfUj4Pv9JyyMiCC5U4CUTE9Q+JL+2nsr24sp
xxntpXhlXweNirD7xnQCdi3h5QMSQeYfWf5M61+lvy40iRm5S2kZs5R4fV2KIP8AkWFOaXUxrIXr
uzsnFhj5bfJm2UOa+ev+coNaMmp6NoiH4beF7yYDu0zemlfkIm+/M7SQ2JdD2xl3jH4pJ/zjfoX1
3z3JqTqfS0q1eRWpt6s37pQfmjOfoyWq2jXe1dkw4sl/zQ+oM170b5a/P/R/0b+YU9wopFqcEV0t
BsGA9Jx8+UXI/PN1osl467nk+1sXDmJ/nC/0Mw/5xk10MmtaG7bgx30CfP8AdSn8I8xu0I3UnO7E
ybSh8fx9j3XNc752KuxV4T/zkl5RQ28fmGGkfMBJpKhaXEClozUkU9SHmp8WSMZGQcXUQ2tlv5Ga
DqEHlqbzNrLtNrvmeQXtzPIKP6AFIF8KcauKdm9sIbMMTVnmXpOFufJf5/eY9G1fzfdHTLlLuNBb
wPLEwZOVsknLiR1FbilR3ByB5uv1EgTs+h2/Nr8t1tY7keYLR1lXmkUTmWangYYw0ob2K1yVuZ4s
e9JfKH5i6l5r8538lmgtPJuk2Z9eaYJzkunYFTI1T6fGNXPCtR+3SoAALGGQyl5MN8s/mB5ab8+N
W1Sa/jj03V7H6pp91IwSIGAxqOTMQFEhgdkr1qvjiDu1xyDxD5vdiIbiEghZYJVoQaMjIw+4gjJO
U+afzq/Kk6E76tplU0tgwgmBP7gFaG0lb/fZWogc/wDGJtuFIEU4WbFW4e2flXJHH+WXl2SRgkaa
fEzuxAUKFqSSegGSDk4vpD53/MnzdoWpfmlBq1pcrNYW+pxSNOnxKYoEtomcEdatA9Pah75EuJkm
DO/N9EXf5s/l1bxCQa9a3JZQ6w2jG5lIPQenCHYH2I275K3L8WPelv5d+dtc84a/rN+sQtvKtosd
tp0fwO8k9S8jvIhYcgvGqqxAqB9oHEG0Y5mRPczHWtd0bQ7B7/V7yKytI61lmYKCQCeKjqzUGyru
cLYZAc3yf+XXmvRNL/NnTNYvrgQ6cRKktwfsxm4icLyPgrSAMe2VhwITAnb65tbu1vLdLm0mjuLa
UcopomDow8VZSQcsdhbyj89vy5uNdsW1fT42lmSNUvIY05v+5LmGdVX4m4eq6OoqSjVAJQAxIcfP
jsW3+T35u6Te6NbeXvMV1HYa9p0awLJPIqx3USfCjpITxL0FGFd+o70QVxZQRR5vQNc87eU9DsZL
3U9VtoIUBIX1FaR6dkjUlnPsBhtulMDm8c8qeXdW/M3z+PO2p2r2nla0uBcWEUo4tcNGqrCqg7Mi
+krSHpy5KK12iBbjRiZy4jye/ZNy3yN+eei/on8yNT4Lxhv+F9F7+sP3h/5Gq+bPT5LgHle0cPDm
Pnu9D/5xe13la61oTtvG8d7AviHHpS/dwT78o1Ysguw7HntKPxe7Zhu6fH35t6z+mfzC1m6U1ihm
+qw9xxtgIqj2ZkLfTm70+OoB47X5uPNI/D5M6/Jrzt5E8ieXpp/M2pDT73W5fVtlMFxLztrcmJW5
RRyKP3pkG5zB1u8q7nddj46xmR/iP3fgs+/6GM/Jn/qYh/0iX3/VDMThLtreZfnZ578g+d7CxvPL
GpfX7zSnZLxBBcRcYZ6cWLTRxqQHjpsf2sy9HOiQ6ftnFcIy7j97HPyQ179FfmRpfJ+MN+WsZff1
xSMf8jQmZGp9UC63s2fBmHnt+Pi+uc1T1bsVaZlVSzEKqirMdgAO5xVIkfyp588q1omp6DqIoVPN
A3pSe3B1KumDmw2kPJH6rq+i6BpbXupXEOn6dbqF9RyERQBRVUDqdtlUfLCyJAG7Fx+bX5fXS+hd
3M1tZ3X7qO5vbS5t7WVZBTaWWNU4kfzEYLDDxYpVqFn+QegWVrqV3p+lfULwyR2t4tp9cgdoW4SD
miTJyDbbmpoadDjsxIxjfZKTqH/ONEphdrbT0jmf91O1lcRQlq0p6hiWP6CcGzG8XkzjW738vvLn
lRLe/it7TyxeIYVSC3eS1ZJVLb/V0dQHG/I9fGuHZtJiB5JD5X0T8jvNMdwugaRp99HalTPItm6B
S4PEepJGlen2QcRTCMYS5AJt/jvyHoHLQtO9SVdKHCe00u1uLtLVQd/UaBHRKHqCa42y44jZMdK8
1eSPOFrLZ2F9a6rFPE/1ixbd/SBCN6sEgDqKsB8SjG0iUZJfr3mH8vPL2nx+U73g0LW3oR6Hbwy3
UptwvGjRQrIwBX9pqV8cdkSlEbJJ5VtvyI1y8lsdK0rTG1JAfV0+7shFcLTc0iuEBNO5XpiKYxGM
8gEBraf8466Lqb6fq1hZWd9bGjQyWVwtajqKR8XXfYiowbIl4YO70H9OeV9G8qR6wpSw8vQwpLEU
geJUikI4cYFQOtSwovCvthbbAF9GE+YPzF/IfXhbfp28tb4Wxdrb6xa3LcS9A/GsXfiK/LBYapZM
Z5oO01b/AJxwu6WVpY6dcOyvIqR6ZM8hWNTIxDCAvsqk0r0BxsIBx+XyZJ5F85/ldPKnl/yfPHUm
SYWltb3CIv7TszNGEX/ZEeAwghnCceUU18xfmJ5P8t3i2etXzWdw6h4w1vcOrBjQcHSNkY12oDXG
2UsgHNhfnDUf+cf7zV3g8ywQJqwIMoe0vLe4YvQgs0ccbvWuxNcGzXM4yd+bvKOl/wDOPdxrYs9F
s7NtXX7FrexXAkqN/gjvgKsOuwr3xFLAY725vVwAoCqKAbADoBkm9LrTzDo93rV/okFwr6npqRSX
lvuCizgtGd9jsN6dKivXFAkLp4r/AM5SaJ+70TXUToZLG4f5j1YR+EmZGCVWHU9q4r4ZfBgX5C67
+i/zK09GbjDqKSWUvv6i8ox9MqJk8xuLi9nnhyjz2fU/mPVl0jQNR1Rqf6FbSzgHuyISq/Sdsx8U
OKQHeXeZ8nBAy7g+KZC8jtI5LO5LMx3JJ3JOdPwPB8TLfzo8oRWOo+SNLu7e6FnaaKG1I2kXqSK5
leSaldlrK9CxrxrWjfZPLa3ORxSjV3tew/FdOvlze+7N0u0MdHlvw7nz+1hlj+Xtrd2GsTNHfJJa
TQR2LxwyXAZZGZJEKpCqu8TJRm9RB3ANOJwMnaPCYj07jfkP09emxdrh7PEjIS4ogdefUdOvwPwT
L8lPLk2qWvnaweF0mGiPPGrqQ3rWtzFMq/M8AOnc5s4T9QPR02txcWOUDz/SEns72azvILuBuM9t
IksTeDowZT94zNMreWgOEgjo+6dJ1GHU9Ks9Sg/ub2CK4i7/AAyoHX8GzXEPXRlYBHVFYGTDvzOv
rl9ItvLVg5TU/M8406Fl+1HbkcruanhHAG+kjAWvIdq72EfkldS+WfNXmH8u7yQkW0rXmml6AsBR
JNv8tOEiqO1TgDVh9JMW/Mk8fmj8/dL8t6iPU0rQoTdCyb+7kn9ETLIwP2t3UU3+z4E49Uy9WQDu
ep+YLny19UOna9cWsdtqCvH9Xu5EjEqinIKHK141HTpthLfKurzXzLp+kaX+Rup6FYajb6pFpzor
SQyJIQk2orLGJOJajcHFfE4DyaZACFMOi8+eSn/Iyx8qyB7jW5YhFbWBglQGc3JIcTsghpvUkP3p
g6NQyR4K6vTtN8v6joH5H3Gj6mQb600e8E68g4VmjkfhyBIPDlx2222w9G8RqFHuee+UdeuvL3/O
PmtXunkxXf124ggkTYp6johYEbgqlaHsaYByaYSrGaer/lTothpP5e6FDZqALm0hvLiQbmSa5jWW
Rye9S1B7UGSDfiFRCC13ytZ6Brmp+fdKEVve/ou6gubX0/gnndklilJWlGMkYVzTf7ziUGNHiHck
v/OPFnFL5OuPMM5M+r61eTy317JvK/B+KqW8BQmniTgix049N9Sgf+chtAji0yw826eTa65ps4Ed
3H8L8VRplJI6lDFQf6xxkjPHaxzSr83rpNZT8tNUuIl9S+eKeRKbD13s2ZaHt8ZFDgLHLvwl7H5k
8vaf5h0eXSNQ5mzneF5lQ0LCCZJghND8LGPi3tky5Eo2KeTf85NIg0rQFCgKLh1CgbAVi2pkJNGo
5B67qOhaXqN3p95dwCS50uY3FjNUho3ZCjUI7FW3HTp4DJuQYgvKvyMhij86/mAEA/v7Ig+HMXDN
+ORi0Yfqky3800V18pKwqP8AEunGh9jIRhLZk6e9gn583VnY+fPI2oXS/uLa8hluGVC7GKK4V2HF
QWbatBgPNqz7SiVPzRqejfmJ+Z3lVPKJeW60aUXesag0b2zJbQzxkKBOscjFG5CnHq3zo80SInIV
0e063q9no2j3urXrcbWxheeU9+KLWg9z0GSckmhb5/szrPkjz75c846zKeHm5HfW6mixfW5AeBoN
kt+cJ39wMg4guMhI9XqX536GdX/LTV0ROU1ki3sPt9XYM5/5Fc8tiaLPVw4sZfIulalPpuqWeowG
k9lPHcRH/KicOv4jLTJ0sBwkHufUv55eY4B+XEQtX5JrkkAiPQmGn1jl/wAIoPzzK7MxcWW+4OX2
zm4cFfziP1vDPIOhjWvOej6cy845blGmXxii/eSD/gEObrVS4McpeTzeix+JmjHvP9r2X87fJ+qa
vqen31jYm6VYTDPJHZxXkgVGZ1RRIknHk7KDyHFk5K3wkg8NqTMTBAMhX22+o6E4fDPFLhnf2UQR
8b3eMXP5efmbYWcK2Flqix2QdWtLexkjWskjMGDcpfWKMy/sUpuKbtlMcYmTxQ59Tfd7hTfk1fAR
wS2jyArvJ/nG+bPP+ccfJ/mvT/Out6rrOj3Wn282niGSS6ge3SW4lnDsyJKFY8whZuIIB/lBVcz8
UOEU6vUZBM3dk8/e8i84aM2h+adV0gigsrqWKOveMMfTb6UoczhPZ5PLi4ZEPpX8k/OFn/yqWO8v
5SsehGa3upN2ISM+olAN9o5FA+WVjGZz4RzLttPnEcPFLlFNP+V4/l1/y3S/9I83/NOZ38kaju+0
NH8tabv+wsUgvvJf5h/mZdR67C91plpbpa+W7eeK4SGeRuUl1OGAVQ3wAKGO679c1XMubYnLf4Mb
/MrT9E8g/mB5f1Hydp8qXFm3ralZWyStGI2+FhyPL4pomKkDpQHvgOxa8gEJAxCZecnu9O86aR+b
nl63l1PQrii6kI43EyIE+qyq0bBWUBU+EkU51rTar5sp7SExyTzz5598hecvKVxp2jW7+YtYnQfU
LKGzmkmhlJBLktHSPhx+LfceIwkspzjIbbpNqmlHyb+QEGgapa+j5g1F/itrdPVkkkF59Y+NowQS
kAAJJ7UxPJjXDjo81mj6DaeefyOt9EtYnXzD5eUn6vJGySB+TsEXkFqJY913pyAr0wdFEeLHXUJl
pX5nfW/yp1TT/Mdve22uWlnLpc7yW059eeSNoYaMV/vH/aVqGoJ6Yb2ZRyejfmkf5bWll5o/K7WP
IzmS016Saa+t4LiKSMFOaMjByvGjH4D3Fa0wBhjHFEx6o/8ALn81m8naX/hHzzZXllc6VWOzuhA7
h4QSVRgoJ+HorLVStPmSCnHl4RUmf6dq2r+d1u4l06fSfKdxaS25uL2P0ry5knXiGhj5H0441Neb
D4jSnQ4ebcCZe5g35f6+/wCV0975U85I1lpss7XWlausbvannRXj5IGoKgMvhX4qYAaaoS4Nij/P
mpt+ZsVl5X8orJcac84n1bXmikS1hiCsvBGcL6sjByaL7e9E7pmePYJF+d2qabZ615U0TTLa4n/w
28T3aRRSOsUHKB4l5BfiYpD2wFjmNEAdGdn82rXV9Vs9H8o2c+o3c9xEt3dT280NvbW/IGaRw4ik
qE2XYDl37E22+LZoMF/5yR1y2vZtO0awinu77TpGlvFiikKx8/SdFL8eNWUV2wSatRLoHtfl/wAw
aZr+lxalpsjPbSVFHRo3Vl+0jo4BDKeuTBcmMgRYeOWGsTfll+aHmSXXbK4Hl/zLKLiDVIImkiV1
eSRF+AfsrMVYDetDShyPJxgeCZvkWVvrifmD5h0OPRLe4PlvRrwanfavPC8Ecs8CMLeC3EoV3+N+
T/DsKeOPNs4uMiuQYb+dXmKy/wCVkeVzDFcXP+Hbu2udUMMMjqiiZZioYD4m4LXbx8cBO7Xml6h5
Ir8yrS70jzPof5reVoJL6ylWNtSWBHJeFkClmUjkokhPGrABWG+5wnvTkFETCL/Mb8wfL/mCLQdD
dLuPRNQuYbnzD6ltcI8dpEfUSKRVXkPVdQaqdloe+JKckwaHRCfm9+XX5caX5Dkv9H0wW2oTtEun
NaiWRpuZBKlatVfTq9T3AxIRlxxEdgzD8qfNkPm/yUmm6oko1a1thaavbzo6M6MGiWUMwAb1VWpp
0NcILZilxRovmzzX+V3nLy/rVzYPplzcW0bkW99FEzQyx1+Bg6jiCRSoJqDtluOEpmgHU54eHz5I
zUPMmv6pomjaPqbK8eixNBZhVIbg1KByT8RVVVRt0H051HZ+iOGB4vqLz+u13jEAfTHk9f8AyJ/L
vUbC6k8zavbtbMYzFp0Eq8ZCH+3MVO67DiteoJPSldf2rq4keHE33/qdx2LoZRPizFd36/1Pac0b
0bsVdir56/5yG/K/WLjV283aNbPdwzxoupwQqXkR4l4LLwG5QooBp0pXJCTr9XpyTxB5T5Z8361p
uj6p5ctgWsdXaI3SKjNIrQtUBadOewbbtmXoM8MeUSnydZqYZJYjCHVmHkb8vNf8wa5ZxSafPFpg
kR7y7ljeKMQghmCuwALMuygePhvnR5+08QxmUZAnp73U6bszLPIIyiRHqfLrv9z6N8w+cdN0XUtK
0yVWmvdWuEgjjTpGjtw9WVjsq8yFXuzGg70497lQu/zD8rRXEtnDfwyX0MyQSQsXjUMzsrVk4Mvw
rFI3+xPgSFVlv+Z3kS5uorWHV4nuJpFiSPhKDzeVYU5VX4Q8kiqpagaop1xVQ/5Wh5ZGq3dsZqWF
nFA8upcZDE0lyWMaRgIea+nGXaRTwAI33xVrzv8AmLb+V9QtrE2n125urW4u44EmWOVhbvGgiijZ
T6ksrTBY1B+Ig9AK4qjrz8xPJdm18txqkanTjS8CrI/CglLEcFbkE+rS8ytQnBuVOJxVZb/mH5Xl
uDE17GivOtvbtSUkuzLF+9UoPR/fv6I5nd/h+1tirSfmX5Hks5b1NVRrWF0jklCSkAyBmVh8FShC
MeY+HY74q1YfmDoU+qzaZcypa3RvpbCwjL82uDD8LuAq/ux6qyRjkd2Q4qqy/mH5Liu7y0fVIxc2
BdbmPi5IaOSOF0Wi0d1knjUqlTVgKb4qqWPnzyhfw3M1nqcU0Nnbi7upVD8I4WiSYOzFaf3cqtTr
Q4qubzho1ra2j6rcR2Nxc231t4eTSLFEEMjO8gRQqAI3xOFBpiqXr+aXk2SeOG3uJ7kytGivDa3L
qHlnktwjER/Cwe3l5A7gIx7Yqrn8yPJISNzqsYWaQRQ/BLWRmj9VSg41ZGj+JXHwkbg4q3qvnnTd
M8nnzPOplt5ImmsYLcl3uVIZ4RFUIayRLzNRRRUnZScVXX/5geUtNSA6lqEdq00C3VCHdUjaNpQX
dFKr8EbsORFQpPY4qowfmP5Un9aaK+jeyhVayqJTLzNS6mER8wqJxYt2DCtBuVVl/wDmT5bhSBrO
4juxJdxW0rFzCiRPHJNJch3Xi8SQW8snJfhYKaHFU+0nWtN1e3eewlMscUhhlDI8bpIoDFWSQI6n
iwO46EHpirDtK/N7Sby6mWeGOGyhluIXuYp/rL1geVFb0I09TjKttJIu1fTXmQF3xVOJvzL8iQvK
kmsQhoZBFJQOwDsgkpVVINEYMxGyjc0xVx/MjygbxbWO8eZ2ErepFBM8QWH0+TeoqcSpNxGFIJ5F
gBiqFm/NLytBcl57mOPR/qUN6uqFm4t9Y9VkjWIIXqIraSR/5VFSKb4qn9x5i0S31q20Sa7RdVvF
LW9puWYBXfegIWqwyEciK8Wp0OKoC484aVH5vi8vMhadbSe7nvTQQwGH0j6TuejtHNzPgtCftDCh
Cn80vIIcI+sRxsef94kqCkaq7tVkA4BZFPL7NGG+4wJTm08xaLdaZPqcV0q2Nr6guppQ0PpGHeT1
FlCMnEbnkMVY7F+Z+mS6LZ6sbWW3gutRubB1uj6LRRWfrPNcSKQWVVhtmfiQD2OKqtr+aXk5vSgv
dQittQaiTWwErqk3KNHjEpjQMUedFbYU5CtMVVLn80/y/tpJY5dahDQs6ycVkYUiUvI4KqQURUbk
4+EUO+2KogfmB5V+stbvdtE4u5LBGkhmVHniPCRUcpxIWSqVrTkCMVa0n8xPJWr3draabqsV1cXp
ItUQP8fFGlqCVAoUjdlP7XFqVocVUtQ/LzRr+5e8uZ7htRa+t9QXUP3ProbQq0NvG5iPGBWSvADc
lqk8mqql035RaHc2c9peanqV3DctcyXHqyQVeS7gkt3kYrCvJxFM6qx7UU1VVUKqtz+VekXcrS3e
pX87OkMclTbKGEBmZP7uBOPx3LP8NPi40oFUBVDN+TXl13gefUNQuDbzQ3CiV4GVntxAsVV9HiAi
WiKOIGxcfttVVNdV/L/TdT1mXWZ768S/Y2jW0kbQj6sbKR5IvRrE1ORmkD8uXJWIO1KKsYvvyZmk
vtLjtNWcaTphLwR3EcEsgZ5KyI6mH05k9H92nP4hUlmk2AKp3H+VOiJzpf35MvB5iXgrJPDcTXcM
7H0ftxz3TyL+zyoSpIwKhG/Jfy2wgVr6/Mds0Dwxlrfgv1VbdIAE9DiAi2iAUHQv/O1VUz0L8u9N
0C+k1HT7m5uLpoeDRXTxenLKrSuJJHSH1FZmuH5cdt68S2KpZp35T2zWFlJq+oXD67bTvdm9gaEq
ktxM89ykSSQlPTmkkJfmhfZfi+FaKp2fIemHy9qWhfWrr6rqsskt7NWEyuJQFeOpj48OChN1rx2r
iqH8yflxpHmDUpNRvru7W4MAgtjEYALekkcvKIvC7GrwqSshZP8AJxVSn/K7Q55ZZJby9YTP6kic
4gvM2L6ezCkVRyhlc7HZiStKnFWj+V+kM8srajfm6ntZbOW6DwLIUmjjhLrxhCo6xQqicAAvxEDk
zEqpjqXkbRtSVY7wvLbw2bWNpbMsLRQK6hWliQxkCXioAY1oNgBU4qxOw/J2c6lfTarq8k1ncw/U
hCiws7WsRjSBS8kJaP8AcRcJgpIkLMfhFFBVkDfltpjarPqX6RvxcXbXP10K8IWaO7EKvE9IuQRR
axheJDUFCSNsCoOT8ofL00UaTXl7K0cH1ZZGa3B4rEsMRAEIQekiUQBeO7VBLNVVOdI8qy6amqxp
qVwV1GT1Vm/deskrgmWYsY+Jkd2/l4qqoqqAMVQT/lloB0/TLFJbiGPTLWTT0kiMSSzWsqCN4pXE
dd1UDmnF+vxbnFVGL8rNFhmtp4L69hntvrlJYzbguL6VJ5Aw9HiOLwpw4BaBQv2dsVQn/KmPLQgM
CXt/GjpwnVHgCyf6RJcsWT0fTAaSY8kRQhovw1AOKojTfyn0LTrmzuIL69LWRCor/VmVoRBDbLAw
9DaNY7VKcOLVqa/Eaqp5D5Us4fMV7rsdzOLi+VBJAfSMSvHH6QlSsfqBuApQuU78a74qxjzB+Utp
dWAOl3jwat6dzDcX0wi53UeoMBdmeRYuRkaOojalENPhI2xVV0n8p7K30o2t/qM9xcmIwrPGlvH6
Y+trdqyAQ0aTnHGHdwfU4jkMVTV/y68tyRxCSIvL6xmvbl1iaa85TfWGjuZGjLNE0vxGNeK9BTiK
Yql0v5R6BJHNCt7exW07XbNbR/VViH19ka4Cr6GwYRBf9UkftHFVU/lZo7ziWbUb+b96JpEdrejt
9d+vtyKwhqNccSaEbKo6AYqow/lFoUen2unnUb+S1s7VrGGN2tv952aGqNSAVqlskZPUryruzEqq
cn5OaDJcW1wdT1ITWfqm1cSW9Y3nM7SOtYDRma6ck9yFJqVBxVPNE8j6Vo2pm+s5pwpggt1s29L0
V+rQi3R14xrIG9JApHPh341xV//Z
uuid:A1B056AB0C6211DD8ED9FEC8B9FFEDE6
uuid:fff1a6aa-0acb-11dd-a3c9-000d93b87cdc
uuid:11098973-756e-11dc-aaa5-000d93b87cdc
uuid:2731D7BF771111DC8454ED39083C6C13
endstream
endobj
777 0 obj
<>stream
application/pdf
Adobe Illustrator CS3
2014-01-16T11:16:16+01:00
2014-01-16T11:21:44+01:00
2014-01-16T11:21:44+01:00
256
40
JPEG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uuid:C00A5358802E11E3B43A893CB9280BCF
uuid:27b40173-220a-4761-bf1b-101590c1ebc1
1
False
False
150.000007
50.000000
Millimeters
Cyan
Magenta
Yellow
Gruppo campioni predefinito
0
[Registro]
CMYK
PROCESS
100.000000
100.000000
100.000000
100.000000
K=100
GRAY
PROCESS
255
K=0
GRAY
PROCESS
0
K=100
GRAY
PROCESS
255
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
K=25
GRAY
PROCESS
63
K=50
GRAY
PROCESS
127
K=75
GRAY
PROCESS
191
K=100
GRAY
PROCESS
255
C=25 M=0 Y=0 K=0
CMYK
PROCESS
25.000000
0.000000
0.000000
0.000000
C=50 M=0 Y=0 K=0
CMYK
PROCESS
50.000000
0.000000
0.000000
0.000000
C=75 M=0 Y=0 K=0
CMYK
PROCESS
75.000000
0.000000
0.000000
0.000000
C=100 M=0 Y=0 K=0
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
C=25 M=25 Y=0 K=0
CMYK
PROCESS
25.000000
25.000000
0.000000
0.000000
C=50 M=50 Y=0 K=0
CMYK
PROCESS
50.000000
50.000000
0.000000
0.000000
C=75 M=75 Y=0 K=0
CMYK
PROCESS
75.000000
75.000000
0.000000
0.000000
C=100 M=100 Y=0 K=0
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
C=0 M=25 Y=0 K=0
CMYK
PROCESS
0.000000
25.000000
0.000000
0.000000
C=0 M=50 Y=0 K=0
CMYK
PROCESS
0.000000
50.000000
0.000000
0.000000
C=0 M=75 Y=0 K=0
CMYK
PROCESS
0.000000
75.000000
0.000000
0.000000
C=0 M=100 Y=0 K=0
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=0 M=25 Y=25 K=0
CMYK
PROCESS
0.000000
25.000000
25.000000
0.000000
C=0 M=50 Y=50 K=0
CMYK
PROCESS
0.000000
50.000000
50.000000
0.000000
C=0 M=75 Y=75 K=0
CMYK
PROCESS
0.000000
75.000000
75.000000
0.000000
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=0 Y=25 K=0
CMYK
PROCESS
0.000000
0.000000
25.000000
0.000000
C=0 M=0 Y=50 K=0
CMYK
PROCESS
0.000000
0.000000
50.000000
0.000000
C=0 M=0 Y=75 K=0
CMYK
PROCESS
0.000000
0.000000
75.000000
0.000000
C=0 M=0 Y=100 K=0
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
C=25 M=0 Y=25 K=0
CMYK
PROCESS
25.000000
0.000000
25.000000
0.000000
C=50 M=0 Y=50 K=0
CMYK
PROCESS
50.000000
0.000000
50.000000
0.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=100 M=0 Y=100 K=0
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
C=25 M=13 Y=0 K=0
CMYK
PROCESS
25.000000
12.500000
0.000000
0.000000
C=50 M=25 Y=0 K=0
CMYK
PROCESS
50.000000
25.000000
0.000000
0.000000
C=75 M=38 Y=0 K=0
CMYK
PROCESS
75.000000
37.500000
0.000000
0.000000
C=100 M=50 Y=0 K=0
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
C=13 M=25 Y=0 K=0
CMYK
PROCESS
12.500000
25.000000
0.000000
0.000000
C=25 M=50 Y=0 K=0
CMYK
PROCESS
25.000000
50.000000
0.000000
0.000000
C=38 M=75 Y=0 K=0
CMYK
PROCESS
37.500000
75.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=0 M=25 Y=13 K=0
CMYK
PROCESS
0.000000
25.000000
12.500000
0.000000
C=0 M=50 Y=25 K=0
CMYK
PROCESS
0.000000
50.000000
25.000000
0.000000
C=0 M=75 Y=38 K=0
CMYK
PROCESS
0.000000
75.000000
37.500000
0.000000
C=0 M=100 Y=50 K=0
CMYK
PROCESS
0.000000
100.000000
50.000000
0.000000
C=0 M=13 Y=25 K=0
CMYK
PROCESS
0.000000
12.500000
25.000000
0.000000
C=0 M=25 Y=50 K=0
CMYK
PROCESS
0.000000
25.000000
50.000000
0.000000
C=0 M=38 Y=75 K=0
CMYK
PROCESS
0.000000
37.500000
75.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=13 M=0 Y=25 K=0
CMYK
PROCESS
12.500000
0.000000
25.000000
0.000000
C=25 M=0 Y=50 K=0
CMYK
PROCESS
25.000000
0.000000
50.000000
0.000000
C=38 M=0 Y=75 K=0
CMYK
PROCESS
37.500000
0.000000
75.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=25 M=0 Y=13 K=0
CMYK
PROCESS
25.000000
0.000000
12.500000
0.000000
C=50 M=0 Y=25 K=0
CMYK
PROCESS
50.000000
0.000000
25.000000
0.000000
C=75 M=0 Y=38 K=0
CMYK
PROCESS
75.000000
0.000000
37.500000
0.000000
C=100 M=0 Y=50 K=0
CMYK
PROCESS
100.000000
0.000000
50.000000
0.000000
C=25 M=13 Y=13 K=0
CMYK
PROCESS
25.000000
12.500000
12.500000
0.000000
C=50 M=25 Y=25 K=0
CMYK
PROCESS
50.000000
25.000000
25.000000
0.000000
C=75 M=38 Y=38 K=0
CMYK
PROCESS
75.000000
37.500000
37.500000
0.000000
C=100 M=50 Y=50 K=0
CMYK
PROCESS
100.000000
50.000000
50.000000
0.000000
C=25 M=25 Y=13 K=0
CMYK
PROCESS
25.000000
25.000000
12.500000
0.000000
C=50 M=50 Y=25 K=0
CMYK
PROCESS
50.000000
50.000000
25.000000
0.000000
C=75 M=75 Y=38 K=0
CMYK
PROCESS
75.000000
75.000000
37.500000
0.000000
C=100 M=100 Y=50 K=0
CMYK
PROCESS
100.000000
100.000000
50.000000
0.000000
C=13 M=25 Y=13 K=0
CMYK
PROCESS
12.500000
25.000000
12.500000
0.000000
C=25 M=50 Y=25 K=0
CMYK
PROCESS
25.000000
50.000000
25.000000
0.000000
C=38 M=75 Y=38 K=0
CMYK
PROCESS
37.500000
75.000000
37.500000
0.000000
C=50 M=100 Y=50 K=0
CMYK
PROCESS
50.000000
100.000000
50.000000
0.000000
C=13 M=25 Y=25 K=0
CMYK
PROCESS
12.500000
25.000000
25.000000
0.000000
C=25 M=50 Y=50 K=0
CMYK
PROCESS
25.000000
50.000000
50.000000
0.000000
C=38 M=75 Y=75 K=0
CMYK
PROCESS
37.500000
75.000000
75.000000
0.000000
C=50 M=100 Y=100 K=0
CMYK
PROCESS
50.000000
100.000000
100.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=13 M=13 Y=25 K=0
CMYK
PROCESS
12.500000
12.500000
25.000000
0.000000
C=25 M=25 Y=50 K=0
CMYK
PROCESS
25.000000
25.000000
50.000000
0.000000
C=38 M=38 Y=75 K=0
CMYK
PROCESS
37.500000
37.500000
75.000000
0.000000
C=50 M=50 Y=100 K=0
CMYK
PROCESS
50.000000
50.000000
100.000000
0.000000
C=25 M=13 Y=25 K=0
CMYK
PROCESS
25.000000
12.500000
25.000000
0.000000
C=50 M=25 Y=50 K=0
CMYK
PROCESS
50.000000
25.000000
50.000000
0.000000
C=75 M=38 Y=75 K=0
CMYK
PROCESS
75.000000
37.500000
75.000000
0.000000
C=100 M=50 Y=100 K=0
CMYK
PROCESS
100.000000
50.000000
100.000000
0.000000
Document
endstream
endobj
778 0 obj
<>stream
application/pdf
Logo Regione Veneto
Adobe Illustrator CS3
2014-01-16T22:01:25+01:00
2014-01-16T22:01:25+01:00
2014-01-16T22:01:25+01:00
256
44
JPEG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uuid:FC6B9CAF808A11E38769D1BBF7213234
uuid:ff5b4426-1c9e-40a9-93cf-dd212f0fb83d
uuid:c1410edc-e366-4dff-90f1-aca9417c4452
xmp.did:75D82A685ED7DF1196A1DE20A3967B13
proof:pdf
Document
1
False
False
122.231148
20.107311
Millimeters
Cyan
Magenta
Yellow
Black
PANTONE 315 CVC
Gruppo campioni predefinito
0
PANTONE 315 CVC
SPOT
100.000000
CMYK
100.000000
0.000000
14.999400
47.000103
Adobe PDF library 8.00
endstream
endobj
779 0 obj
<>stream
application/pdf
regionePiemonte
Adobe Illustrator CS3
2014-01-16T21:55:47+01:00
2014-01-16T21:56:11+01:00
2014-01-16T21:56:11+01:00
256
80
JPEG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uuid:FC6B9CA9808A11E38769D1BBF7213234
uuid:61e5fb1f-fa08-4840-b3b7-cf2bd40606e2
uuid:920f3b07-c847-ef46-8d5c-394505299f89
xmp.did:0180117407206811871FFE6DA8E432F6
proof:pdf
Document
1
False
False
100.000001
50.000000
Millimeters
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
endstream
endobj
800 0 obj
<>
endobj
797 0 obj
<>
endobj
793 0 obj
<>
endobj
789 0 obj
<>
endobj
784 0 obj
<>
endobj
780 0 obj
<>
endobj
782 0 obj
<>
endobj
781 0 obj
<>stream
HdnFཞdH#A^
dvԒ@}ymc1E\:=ޭNxϗ4]ߧ=/Jmx_k_j=v_.noݧS8]ϫ_iΗӏ[?nm;8<ݺ4|m4q:\^n3]?rjqOǿy?g%Vd-يD"""I,rJ+W¯_ ~%J+W¯_ ~%[7eΊY!oȚY#fl-cvȞ#=< #rbNș9sA4~M_ӯk5~M_ӯk5~M_ӯk5~M_ӯk
~Co7
~C7
~Co7
~C7;-~K[-~Ko[-~K[-~Ko[~'_pG[\94sbeXf94sbe94sl̉ql̉qber;zͯlYYx_.WV9͌y+_ah?c_qŏǵ;mp!p~8?O9'8?8?9p~'p~BYk8? i_ G#?G#?G#?G#?'?O'y~w2{#K,P,XBb %K,P,XBb %,Q,XFb2e,Q,XFb2e,L?ßg3"e3?_/_/_/_/_W+
_W+
_W+
_Wۿ
yX&SP>McK{Tj+xR9_ƟOS뭛_
endstream
endobj
783 0 obj
<>stream
HV{PSg˅r C$cy>lHnjH&]Fvu-RŎʂR+SyuEǵK|NKzNיw;gq