%PDF-1.7
%
2 0 obj
<>
stream
application/pdf
A4_sportello_inpresa
2023-02-03T10:52:33+01:00
2023-02-03T10:52:33+01:00
2023-02-03T10:52:09+01:00
Adobe Illustrator 24.3 (Macintosh)
256
176
JPEG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uuid:85790cba-fd03-894a-9393-bbbe8eabe9f2
xmp.did:05142301-9cae-4371-8d9b-91865dce20db
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:e61049a5-5792-894f-8041-80487bf5b5a1
xmp.did:537428b2-3603-4247-b7fa-46d4e416fb9d
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:537428b2-3603-4247-b7fa-46d4e416fb9d
2023-02-02T13:32:02+01:00
Adobe Illustrator 24.3 (Macintosh)
/
saved
xmp.iid:05142301-9cae-4371-8d9b-91865dce20db
2023-02-03T10:52:09+01:00
Adobe Illustrator 24.3 (Macintosh)
/
EmbedByReference
/Users/marco/Desktop/best_ideas_aprile_2022/logo_enafa.jpg
EmbedByReference
/Volumes/Macintosh HD/Users/marcococca/Desktop/best ideas/PAGINA BEST IDEAS/Solo logo.psd
/Users/marco/Desktop/best_ideas_aprile_2022/logo_enafa.jpg
/Volumes/Macintosh HD/Users/marcococca/Desktop/best ideas/PAGINA BEST IDEAS/Solo logo.psd
Print
Adobe Illustrator
True
True
1
297.000000
210.000000
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
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
4 0 obj
<>
endobj
5 0 obj
<>
endobj
6 0 obj
<>/Resources<>/Font 122 0 R/ProcSet[/PDF /ImageC]/XObject<>>>/Rotate 0/TrimBox[0 0 841.89 595.276]/Type/Page>>
endobj
7 0 obj
<>
stream
H[
D{*
e`yv