%PDF-1.3
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
GDM_275x420_CONVEGNO_FILIERA_21_OGGI_BUONO
2021-07-01T15:56:20+02:00
2021-07-01T15:56:20+02:00
2021-07-01T15:56:20+02:00
Adobe Illustrator 25.2 (Windows)
208
256
JPEG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uuid:0641a7b4-399c-4b58-9dcb-fe465fa7245a
xmp.did:24b7b98a-287a-6b49-9394-ad0a99522e03
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:92c0b4c4-a5a7-3144-aa38-b50d2a562df5
xmp.did:92c0b4c4-a5a7-3144-aa38-b50d2a562df5
uuid:5D20892493BFDB11914A8590D31508C8
1
proof:pdf
saved
xmp.iid:39867dcb-6e0a-0541-9bc3-687bfd820ddc
2020-12-16T13:05:49+01:00
Adobe Illustrator 25.0 (Windows)
/
saved
xmp.iid:24b7b98a-287a-6b49-9394-ad0a99522e03
2021-07-01T15:56:13+02:00
Adobe Illustrator 25.2 (Windows)
/
EmbedByReference
C:\Users\traversa\Desktop\vettoriale_logo_ASSOCIAZIONE_PER_LAGROALIMENTARE (3).pdf
xmp.did:eacde713-c7f3-8d4d-8595-c037d2ed0bfa
uuid:e1750e19-9396-4586-b226-35719330e511
EmbedByReference
C:\Users\traversa\Desktop\vettoriale_logo_finale.png
EmbedByReference
\\192.168.1.128\Marketing\000. colleghi\Michele\brochure Simo\foto brochure Simo\curiosità-sul-riciclo.jpg
0
0
C:\Users\traversa\Desktop\vettoriale_logo_finale.png
Print
Adobe Illustrator
False
True
1
274.999902
419.999866
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
C=100 M=0 Y=65 K=30
PROCESS
100.000000
CMYK
100.000000
0.000000
64.999998
30.000001
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
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
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ProcSet[/PDF/ImageB/ImageC]/XObject<>>>/TrimBox[0.0 0.0 779.527 1190.55]/Type/Page>>
endobj
6 0 obj
<>stream
HWˎ$WTUt2t4n@$LVzF