%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Riso_Integrale
2017-06-05T11:44:21+02:00
2017-06-05T11:44:21+02:00
2017-06-05T11:44:21+02:00
Adobe Illustrator CS5
172
256
JPEG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uuid:e3fc73af-d598-2546-b201-b5586c864c44
xmp.did:2E12BCC10E206811871F9EEF20D9E5A3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:2d91d613-c4ac-f24b-87f0-77617059ea60
xmp.did:2B12BCC10E206811871F9EEF20D9E5A3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F97F11740720681192B0A459BFA1221A
2017-05-16T13:11:11+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:FB7F11740720681192B0A459BFA1221A
2017-05-16T13:17:27+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:2912BCC10E206811871F9EEF20D9E5A3
2017-06-05T11:36:43+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:2B12BCC10E206811871F9EEF20D9E5A3
2017-06-05T11:39+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:2E12BCC10E206811871F9EEF20D9E5A3
2017-06-05T11:44:06+02:00
Adobe Illustrator CS5
/
EmbedByReference
/Volumes/MENA/SCHEDE_SITO/Foto sito/Foto riso astuccio.psd
Print
False
True
1
210.001652
296.999959
Millimeters
Futura-CondensedExtraBold
Futura
Condensed ExtraBold
TrueType
6.1d5e1
False
Futura.ttc
MyriadPro-SemiboldCond
Myriad Pro
Semibold Condensed
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-SemiboldCond.otf
MyriadPro-BlackCond
Myriad Pro
Black Condensed
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-BlackCond.otf
MyriadPro-SemiCnIt
Myriad Pro
SemiCondensed Italic
Open Type
OTF 1.003;PS 001.000;Core 1.0.31;makeotf.lib1.4.1585
False
MyriadPro-SemiCnIt.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
Colori 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 9.90
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
12 0 obj
<>stream
HWYS[~ׯGXޗ;TMHdX [_7S]ng_{!pHC2$y??v=RvL2b$#caᎬfNwv0NArjPz'0ArP)0.̰B.qGqmc["ɫ5Lvj#&\mc/Lh2i K8[Lcc,'DLg(`VC̘q i"d>4Ce`~ )YF77DQF%Rh\.z4U3|Xc0EjQv,Q :cՎ"I`&($ӎSmvNrb79H"ȡMNb&M؟{t
<<}
:.,咓h?yLG{3[ ~;}pG3d?`HF.fO+2k 4,v84k2!5QPDWimLw~NRuz=x4yf#hlIgcT㠕@y$=jm%f]:Q-xZ;tmt䩇C
y_ݵ>U ^qMn*KfL#I5f
^Yg^iF"7}53`B1֡5'uEBx_TM~j
PVd95qc;L&uKejs|$ H\[jU,f#G}o),:cLRaw9%|Zk9+zUO-ʖ^V^I>NW>NJgxU{e#wf
}<+I6\UZM˜3֯&5@Uji*-,H,g=[=VOiPh&[J2RmP/hXlpm{4YF7ʝf4U.0)sIirbrazgѹڂ{ٲk(հÃFFcaA-
: qgFsrMBg|<;!gLO2I8Mb';`. mXI.ӣ<:?TtŖLQGg< r>%Ńg)sp02kWzK{cP.$-Y ՖCwteBn}IBI;QzcwRf42kE(o5(b-bMbn
%R.̡̿/)N_
vs&-[TlcJJ+neu|(Ah qFxC_)Az*sk\sD/ x9q+9}
q !3 Ywnݡf~1311by?]/e9(E:Nkk؎TЦKN?}hś\Fr-6Q+;^pa2[tґa nJG%oOlj^yWk+Jgc&ihf Up"ɈgT@-.PDXy*n{}ې?&\,&E!( THF7 bP3v0i.*2rhx;[qLߜ*}#k$пClz g/z=RtO<4`GG
*۴CU9--T80)C;:?Ψ#!Sဍ8"wNrE_(Z` ?(
IXLnT ö"IJ%cpg:XQ&
R{GRs_cӦGj
HbL",>&,XYtd58ᡡK
?l:\py2vR%`?יyt 0kuNfFAQDE8K/G%C+ d'F]KSˑvte aS苇CB<0J0n-\DBK|25 :*^%佌Nt_JBY$`c;3*Vtoj`}W((>0jyO.J'=-F%jlk$x>\HB¥ΪLb@A$/Eiy+HPFYҠ^&zM%8;8QXlpHb7
q{Qo2)qZk'U<
^- 7pNꪥ*yvH%̵%`L 3YUClEU?aQ-M d _XޙEZF9,׆1]a
+qgnj.avhVE4N{p?x} УW[:@>6=@\|C}wl3ӭĉP aѩj+zm 4U`1r7Y-0tT?_n~Jؒt9îX,-vfE$ukd~ѓ;ֶngmgݲM[t_7^ϜP92\/(:%8|x±tx8~@Mi^zA 1Dס@a<_??rE=~|>?^O:uӯ+vq7:6.ׯ|:CyP\=;6;mzO/f~}>r*aO$_~q`{n_/ac;+t`t\?Axth.ˁr^_/Gy
AV:,h.
(Cb1M\0>KV͂CUE !m)N(:1QX ҄AFۗ<$?=OH@@B@K$0&:8RdW"P3pcC 0~P7q#ۉ,OsD)Ag;̈ņI;,H/p^=9XIFt&qyRTI|1Tu,~XuSeK*Ž'[1rZ0RnVx7fdr]E{a#q'K|d
3m4m #d3#yJ7K{,6g] &YWL7#2r,Ilum6`mh