%PDF-1.6
%
1 0 obj
<>/OCGs[7 0 R 40 0 R 72 0 R 118 0 R 164 0 R 210 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Portalimenti
2021-11-05T09:29:17+01:00
2021-11-05T09:29:17+01:00
2021-11-02T11:47:15+01:00
Adobe Illustrator 26.0 (Macintosh)
256
184
JPEG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uuid:4c487546-e795-e34b-a770-bc8bd2b6fe66
xmp.did:b19d2097-ba6b-4377-b6c8-a24360e86ce1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:7a0d9c35-2b17-3440-a2ac-4d6a2460ae3d
xmp.did:db950bd3-ad50-43bd-a320-54cc4a58ff75
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:fbcfb282-7757-4371-aaae-edf40eb9eccb
2021-01-28T10:14:03+01:00
Adobe Illustrator 25.1 (Macintosh)
/
saved
xmp.iid:b19d2097-ba6b-4377-b6c8-a24360e86ce1
2021-11-02T11:47:15+01:00
Adobe Illustrator 26.0 (Macintosh)
/
Print
Adobe Illustrator
True
True
1
280.000000
210.000000
Millimeters
HelveticaLTStd-Bold
Helvetica LT Std
Bold
Open Type
Version 1.040;PS 003.001;Core 1.0.35;makeotf.lib1.5.4492
False
HelveticaLTStd-Bold.otf
HelveticaLTStd-BoldObl
Helvetica LT Std
Bold Oblique
Open Type
Version 1.040;PS 001.000;Core 1.0.35;makeotf.lib1.5.4492
False
HelveticaLTStd-BoldObl.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]/Properties<>/XObject<>>>/Thumb 228 0 R/TrimBox[0.0 0.0 793.701 595.276]/Type/Page>>
endobj
212 0 obj
<>stream
HW[eI
83r>~$>Bh>X@*ۧw juLa~Ïo^eNWחyǫˮrUT0mf]K{9sv;r`[
?q[3??SEW$r
\S+~~Ϟ=usyC~C5}5`:Tf4}o4dh
3=|#\CB_8[?u/< e^1!9Pas6]Oo./#BEK.eƻ# i`+x+6쀌ZY5AhH8~un;]*鎏uͫUGlW]wf0QYt!Vҁ{U:c^(r~.67V~}@U*wB1:JH.V JkSiR-}U~]nkw}3OM.a42T9t
ݼ>O#;kn;dfU{}mӽ
v Kn㭁sݖ:rF運Z2c,\0}ŵPו˝ų