%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
locandina2
2021-04-22T16:16:41+02:00
2021-04-22T16:16:41+02:00
2021-04-22T16:16:41+02:00
Adobe Illustrator CS6 (Windows)
180
256
JPEG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=
uuid:f4d0f5cb-b194-4bbe-a6a3-77abbc937aff
xmp.did:EC9EB45975A3EB11A09DE7CC16CC3B05
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:98de8692-f587-4870-b42b-187b1b9cbffe
xmp.did:5D3E5BCC1F9FEA11AE1FC797B7735BBF
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:BFCDED9EB3D0E511A20BF5903055ADB5
2016-02-11T12:35:58+01:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:EC9EB45975A3EB11A09DE7CC16CC3B05
2021-04-22T16:16:37+02:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\User\Desktop\Lavoro\Grafica\Eliante - Monte Barro\Locandine - Campus Monte Barro\2021\logo_09.psd
EmbedByReference
C:\Users\User\Desktop\Lavoro\Grafica\Eliante - Monte Barro\Locandine - Campus Monte Barro\2021\ElianteLogo.jpg
Print
False
True
1
21.000165
29.699996
Centimeters
AnimeAce2.0BB
Anime Ace 2.0 BB
Regular
Open Type
Version 1.000
False
animeace2_reg_2.otf
BarterwithaGypsy-Regular
Barter with a Gypsy
Regular
Open Type
Version 1.000;PS 001.001;hotconv 1.0.56
False
BarterwithaGypsy-Regular_0.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.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
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
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
89.999405
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
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
10.000002
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
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
11 0 obj
<>stream
HWn}Wtfe?EG
8F;Y^dQ=)2 35u=U]uru&Nޜ)LL>MN^WftJiPt%WIpˠS.rrrT|= xg/M"9-SbUh*9_Iq@o;>wRqAlr2
F*'VR FLAIxVhH:dj$eVLJ2::1P4x`=ϘdJ Y7ɔ@Zj$Ǭ!g1VXqv4>'w%%
k`o{<ft"u 4Fid~}~TLhv2jG
zl>9tɬ,E,-`,X`KV2zK7t( o6XQLM{4y9+o82Ͱ8YS1!jvqXv^j-j@W-~ЬEa66_jbщͼ
R7홮G5bv-=W%}~h}QtT<_/o(y%b ͺh4ߡ5ÑV$}?VmV61uxԠ ^|Ж0j>8k+t>
嚹`&}dH/?(_ݮ 6}]k/Øe11I̟델t^!Ķzߜj=}hfWW/OQ\?Wl\wNqϻ!˔5l@J=l=*YGhJ,pz-
|U"6i1+ViCW\۫oWo撼{fq-fxbTwy&^h%''Bb`+fikW6w-U|P~So>ox%П*&&Q/h|\=p;NEǐfR
\0|oh1tŠ0i$p)A0A C)I*zcc3#TfwȬ 193#Me91l4P:Dcq(0#ɶ282OQJ(q4G#q2&Rw\ؚb.fe`7x`\=l_'وGo@lЮ).iFmg@XFрOGuFUHzr:q:\Flh*/?~'|C &@fbOR)Ȋp>>W
ǘ!,*#2zZ2Xtvvv})..,]YYER~lQ
OUF˞\7WogUJ{ˏ5u`1n&X4Q7ݞ[0K-Cb^+N;lŗչL]]ԯ{aUpQMnNي41h
k|tX?g-.4erHYL2ޛY@agElal.A y>9 @B)3c/PTNpŦ@^yR
"?c5
BQ2(D
$U]w~4