%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
volantino_diab_a4_ita
2022-05-04T19:39:48+02:00
2022-05-04T19:39:48+02:00
2022-05-04T19:39:48+02:00
Adobe Illustrator CC 22.0 (Macintosh)
180
256
JPEG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uuid:1226cdf5-7d9c-fa41-a0cc-fd7f70a6192f
xmp.did:760ca7f6-d0af-4750-8c6b-2b9b5acd134a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:df33635a-4ede-7548-b9e7-b42eab3e28ed
xmp.did:11b7a656-3d9a-469d-a3f7-55a3a6ada87c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:11b7a656-3d9a-469d-a3f7-55a3a6ada87c
2022-05-04T19:08:44+02:00
Adobe Illustrator CC 22.0 (Macintosh)
/
saved
xmp.iid:760ca7f6-d0af-4750-8c6b-2b9b5acd134a
2022-05-04T19:39:46+02:00
Adobe Illustrator CC 22.0 (Macintosh)
/
EmbedByReference
/Users/alessandrascarton/Downloads/nuovo logo (odv)_page-0001.jpg
0
0
/Users/alessandrascarton/Downloads/nuovo logo (odv)_page-0001.jpg
0
0
Print
False
False
1
212.000000
299.000000
Millimeters
BwMitga-Regular
Bw Mitga
Regular
Open Type
Version 2.000;PS 002.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
BwMitga-Regular.otf
BwMitga-Bold
Bw Mitga
Bold
Open Type
Version 2.000;PS 002.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
BwMitga-Bold.otf
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
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
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 600.945 847.559]/Type/Page>>
endobj
10 0 obj
<>stream
HWˎ$EWıP<23b%F4"fj`߿fY3
ZT{}:}:Wo^%)}Ms=ZsTګגzat.
qWaF8*S/p)3_d%R[-n