%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Locandina Rimini 20_6_19bassa
2019-06-06T16:34:25+02:00
2019-06-06T16:34:25+02:00
2019-06-06T16:34:24+02:00
Adobe Illustrator CS6 (Macintosh)
184
256
JPEG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uuid:ef12a410-255d-8346-91e2-135382f033f6
xmp.did:06801174072068118083A661D3BF68E0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:de152975-9935-374c-b699-e6acb4bcd2c4
xmp.did:018011740720681180839A585FB129F3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:018011740720681180839A585FB129F3
2019-05-15T15:36:33+02:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:06801174072068118083A661D3BF68E0
2019-06-06T16:34:13+02:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/francescachiarucci/Desktop/OVER-ALL/Locandina corso Rimini 20_6_19/Loghi/logogeometri_nuovo.eps
EmbedByReference
/Users/francescachiarucci/Desktop/OVER-ALL/Locandina corso Rimini 20_6_19/Loghi/anelli.eps
EmbedByReference
/Users/francescachiarucci/Desktop/OVER-ALL/Locandina corso Rimini 20_6_19/Logo_Politecnico_Milano.eps
EmbedByReference
/Volumes/Fra/OVER-ALL/Locandina open day/20170411_113000.eps
EmbedByReference
/Users/francescachiarucci/Desktop/OVER-ALL/Locandina corso Rimini 20_6_19/onduline copertura.eps
EmbedByReference
/Users/francescachiarucci/Desktop/OVER-ALL/Locandina corso Rimini 20_6_19/Loghi/ordine_periti_rimini_2019.eps
EmbedByReference
/Users/francescachiarucci/Desktop/OVER-ALL/Locandina corso Rimini 20_6_19/Loghi/cna_costruzioni_rimini.eps
EmbedByReference
/Users/francescachiarucci/Desktop/OVER-ALL/Locandina corso Rimini 20_6_19/logo_onduline.eps
Print
True
False
1
21.000010
29.699996
Centimeters
HelveticaNeue-Medium
Helvetica Neue
65 Medium
Type 1
001.002
False
HelveNeuMed; HelveticaNeue-Medium
HelveticaNeue-Extended
Helvetica Neue
53 Extended
Type 1
001.000
False
HelveNeuExt; HelveticaNeue-Extended
HelveticaNeue-BoldExt
Helvetica Neue
73 Bold Extended
Type 1
001.000
False
HelveNeuBolExt; HelveticaNeue-BoldExt
HelveticaNeue-Italic
Helvetica Neue
56 Italic
Type 1
001.102
False
HelveNeuIta; HelveticaNeue-Italic
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
Helvetica Neue
001.102
28894
49359
Adobe Systems
PostScript
1555453199
HelveticaNeue-Italic
1555453199
Helvetica Neue
001.000
29135
47095
Adobe Systems
PostScript
918152097
HelveticaNeue-Extended
918152097
Helvetica Neue
001.000
30129
48549
Adobe Systems
PostScript
1656855035
HelveticaNeue-BoldExt
1656855035
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
12 0 obj
<>stream
HW]O[I}G"9ĉIBFf~S}
6LSޮ>Tс{̋fh37# bx]3$駱:_襖fN/Gμ\>QXL ΦPx.%Sm՛Gs[nIt>*',ZdP]jKswUpOfg$_rJ'zzQ Zd`/\`=8,q&jowfҿS6X
RJ+\GP3boR|0cgcn6g4}I|~VmJ=k@bE(ŵb/Q^@aϸl~37eClufv9;X_}]_?GWI_%Buá`RwNOfӷ3fGL̫ɛCcɛWMtK_LNN)~T Jgupy}#~`s6_f}@68soVlp& P
Ϥ-nnf577yN,֟=+{LĞ?gߩ_zL@ƔE »;
u5q{o|qs\_-قi70!Vܜ-{^-W$=Z-j
V˫OχfCBJrE)Z|sq{ve_/GWg_`q8&w/Ҙt
B$u\bKNE u?,5(LF:Ƌ3щiہ]On! Oލ͟s*8|
I;R Ea='T"b?\N1$Z)JMU*T ZI!9x3N{)>l
[B EFD!qt._V@:s-(ј[[C4ƘOE I|>[1grV L #!mgT2Ƭ#_`z
'm( E(D7{:j}WZDs NhV-MZɬ>9:1h`%- h<)5 a"^OSSc!vT\֥^T0A`e$fx 5GB2gnP'kqQ߂2gO!>`$\nxH1Hy Ȝf},I[
pNjIg}=P6)˪hɐ21ЪE2FIH&p@I-YŞ4}WIO<x]-3G \EY+w( r#w{?H%UC[*ֿ#Kdzlpg]kB3bCGVk`G:?C"m g'1t+x B@KJ~5+| ϠЈr$jv 1J%տj)%w('
4&Ie .QEfD.Yb
)w6 Հvc
vk2+KF z[պM˨Pυ X5ELL3P_QZ$$8lB
V$ɄVoUiNkB<=Rछ1RsZa#8Iv: QZ ЪUy e)jKV2*TteUP]p*!y6FeGA/`T)bjU
-AhOдyC}
Z;F?\ A+lp2jQӺHe*@8z
Yd7J&TdQdUDZ+?8x9{"B )k!
NB}Idˎm.XI9n:*!n1ƙ;Y\+c#3n:PtP*'\s'A٘KokrEaN9mRE!htf $g!J^.DG^_
|ߠ>(
4>HY.xXB8m@
AU+iWvasxWt)896N[aϻNIȡVUxDbS4o{W~wc"WR-o{<UB{jgo \dQDh0VlğeΠ>;<U " 7
,}n 4k2In]F)7W_TvIA/ޜ:;YAwc }?ۣ
$?R-h~˛;;
%yUq`w1إ^gDġ_-ɒ6pNxcV{-
^h噍6 ߌCaIU3*H '+s+8apBߕ> =W!*4VR\03G8k@`R+G`G@6M77puPCL{%hțFjX;G%;wOj6DAey
;cCM_ooCq-%U;$/+퀊'.+:-bӭ-c sg8Zzv7':fG07ku I<[n[ 2z. ޫGiь:mèx11=ok1wqnJfP}pr_B?# ZqJK>[>'`鏷𪏞 k~SP}tͅSO8e& Fp0yLjaewfx9ͽeP]8'}/J%J? Hx) xrRճobc*YOpkH[Ox?j8!F=d+ Q[r,\%PTbYG(=d McATmDb*s)ʁHęπ%ּmZ>niJ.?T^arqud =jЃ#Ji
Z`Gm7'=m^"a|"!/1iPL,m/z3368m"q=9HXm'}Dx|O9 ^Ay uhP
#%2JT@z'@'$Ґ!s%K,|_JDfl'z^c>*mS\z$`pUn O|C(skX#^Pb
Ncz]z/e.
.,5V0tLʡZ%;Qo2=Z~v>FAyPGɯvʫC FvZ-̂XQ tvL-];]Awvh]I(0kfFN|&H<'K[SenQL+Jv>gz9o
d.xJ̵ePv$ _wvGJ:m[. ~ _~`3ܙXh?d=3q>&3ݙI{DƝlv=E-u= 6o2hhbh18~ɷ%߈^㏍r%?ɕ-^h滃uiT\J[JYD%9x$}Rb5#9W|u|5lo4ع^ù n
Ri+ہ+pZ
8p|) Ndtao<Pۄ^yȶvC-J3)fZhR9obF/TC )r"@S#mzAL"*АA)
L9VYވLHL&oP=R~kўU
%*tQ=+ǚ+6ɳq3տ\qo{ͥ
z/Z/6ILˉ]IWzEG`%D]1Ms_*[`_rvu~QyAhRr'r7Bnl
gUlQ uRd`W)UC-אRf|i2iZܭ٠mƲVڄԈuY{&k_ƹ\u}} eʬwW=w02Os~I-DjLfNY
Exama/ϼ^r:!2R[3ho z"췱%)UU71~xS-PJ9O*lW4F&hCľz=Y^*Ak),fOeTu8>Qeo 'iM@b