%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
AllegatoB_Creativamente2018_Domenica_Planimetrie_e_disposizione
2018-09-18T13:08:36+02:00
2018-09-18T13:08:36+02:00
2018-09-18T13:08:35+02:00
Adobe Illustrator CS6 (Windows)
256
96
JPEG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uuid:40780b04-67b6-4155-939f-b9304876d59d
xmp.did:A61F6ED532BBE811BAFCB3A22DFB2799
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:A51F6ED532BBE811BAFCB3A22DFB2799
xmp.did:A51F6ED532BBE811BAFCB3A22DFB2799
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:18EB11CA9AC3E711882DD6D9824A7C89
2017-11-07T11:40:44+01:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:A61F6ED532BBE811BAFCB3A22DFB2799
2018-09-18T13:08:31+02:00
Adobe Illustrator CS6 (Windows)
/
Print
False
True
1
47.999999
69.999931
Centimeters
Constantia-Bold
Constantia
Bold
Open Type
Version 5.93
False
constanb.ttf
Constantia
Constantia
Regular
Open Type
Version 5.93
False
constan.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Libertad-BookItalic
Libertad BookItalic
BookItalic
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE Cool Gray 9 C
PANTONE Cool Gray 2 C
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
PANTONE Cool Gray 2 C
SPOT
100.000000
LAB
83.529396
0
1
PANTONE Blue 0821 C
SPOT
100.000000
LAB
78.431396
-24
-23
PANTONE 7636 C
SPOT
100.000000
LAB
43.529400
64
20
PANTONE 369 C
SPOT
100.000000
LAB
61.960800
-39
60
PANTONE 166 C
SPOT
100.000000
LAB
56.078400
56
67
PANTONE Yellow 012 C
SPOT
100.000000
LAB
87.451004
2
109
PANTONE Violet C
SPOT
100.000000
LAB
18.823500
55
-70
PANTONE Bright Green C
SPOT
100.000000
LAB
60.000000
-75
0
PANTONE Cool Gray 9 C
SPOT
100.000000
LAB
50.196098
0
-2
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
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 1360.63 1984.25]/Type/Page>>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 27 0 R/TrimBox[0.0 0.0 1360.63 1984.25]/Type/Page>>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 32 0 R/TrimBox[0.0 0.0 1360.63 1984.25]/Type/Page>>
endobj
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 36 0 R/TrimBox[0.0 0.0 1360.63 1984.25]/Type/Page>>
endobj
33 0 obj
<>stream
HWS@\6Wo r,ڀ>4H$EbN槿}^>\~!&E
Cv!m.+1 ¢z?ܓ4 N#kd2,Xx~{Hlx-Y?_-qҢ!`~#/UVeg
f-w^2Nx퐃\W ڶk[~"bakiz#W(CN!$Alc͙F-N"F*V;!Dȇ E$,b"SKt(]k`!ԅ06?^0qHl+5Q^E^k!}X g_qID)5:0`#Q^tY>ɧ3k6Nuk5%ZsR o.Mb/ߑ@B#X"\%Y;(1|\ B
%P]-PΊgwDCX5iRm}o;`KKt^vN&ֳ"s\D`pbqcȰUOڌVip1kdpu9dxV,do BH;A|pbmvTNR7^ٌ ܶqU:z^uq3:vשJ.dj JxXM)VK&R u?MC34:4Ri°MM}ya/w}%1vӞ/]mfnj]~m<~jf@{tzh+:zd&ym|uIx[$lWTӀq=4Jn'h_wF`|2^qR}wu(D%rmJ؆[P SV!XqU&'vc l"YBJTڡrUG[R-2w7dSipO,
zV43L+~vFH/bZ~
7Q3<
7Q3<hWff2!F^y<1SuIBE Cry~M,E=i-{z梥OjDO2^`bbL˦ѧbpP1ٖo,my! {
7ςg%.ˍnq"+7jf;(g^`/;$W۷2vG;*xGl$dY'{Ii&Gr}QMv]>~&7sH@2a8'܋Hbt4~{(YEEߢPh>M_wI6DwB]fH{*m_r\5ğj?v4㷺p]"wQ2|Bp
/BSM|GnꤪGr%*tj's5gLLx3/5u6j.yds0ω Qq
K`pgIɝ>OМMDŽFf!fNxI%ZJ mfy'h.ckDE~+R9
6$,P\
|4mkn`'=*YYPh܄XvgQ7GXs^x'63?٪$Lrc+>/S ȯh'puR^c-XiЧp55BTqQv%,ʴ$5J#ZI;}zrYK/rMC"ʶ3@ͅ #xe{6 haDk 3/r\6w/T97UZ~
\5D͵$h>b?X*x0*yADv-T>Bt_:Gr#ʽ~vHEˎ3ɵEoik9Bo\+8RIkTVPs;,ԻMВ˪Xi
J/iUbFh~9a-@>EM=GX]E|kGRS$!S:UPT5Uh|]=1+
TH$FPTьF^I02z'P"C/VJ.)Ks~\HЎ#-|D#UhKG'th'2*GDBXjEL9pmzGQ!t>W/V(
%V1PKPҫ'y2-s\SrW9Y!%<w{Y2|*Xю&Z;Ց-
>\ÝkAbQbb五\FDf
nPKQc[J:,?<~V6Dy):.XqR&.0RqJY/C_)qRa3B4Wy1$nbJ|x΄;/gÔd(A;5LB)r2Y9X%sa1Ώ:iK|.,5wl=)e':^GwńTcx13CVw?"?a28g^D0L\;{A?tj|~&)
C$a0)nNÌLQ
=*ŴW0i}`8y-X)-a,
1C
+^pvSb,^t7B+/:IaV0w],+ix5TiN2N-[I0y'H--C`gBxV2=`3vAG9(|ius02wqӒI#S6"L`EYażI,1#kϠ0?ljp_ܗT49gAȈN2M52]z% #\Ґ D+2Sgƙpb*5lt.1{87
钉l9
(3?VlqG6"\^IA0BR(
X:((~E(AZSPУMxvH+݀Mo2f@fiaL^A02
+9
FJeC;b0]Xru6̛>rNSݛe\Z(l"
ʱ1(ĞAxZ1QHabW0O⣪,?aW0"h8@F^f,D=`X-{(qZ .k"b8$t0LEUL%07`'
'd/ X7PDmXj'Hc1Ng,>`XC=Q8!N~)5iIA3<-mri*&boP/eB<,ER<
/~ǖI'ia.i
3<'
qHucHSy1LD0f[,F?'X%oYO^( %[7@".}
jV L0DҜL9 8LA2zUaiO8KIl3.}\
,,vo0%oL*hPuL%&0QAI}.֮Pt'K06]>~ǎ0tB^aIhXwRm?yb⒍{kQ(X'0oF0DԔ.Po0Tĸ5ML
7`(ԵZ"0:@14kTZ oZ) cn`¡bDB,Ƶ-RЂta9#ސSG"I LKg
C\VSWf
rudb){ `8K璺XDȒjvԈ"#;vZ7K#R7
y0y]&3K?VdCKG#cU<|"GW#&+&SO3BeR=^(RRbR
1&Wdx3.yRfVY0qv2srs:$.`&$G{CΊ~
iN&_`j6P6Mj2TPO)|
{1ja0t-]DQB"0H8q#Zvc+g/7s%h¤Ex1I>&BQ$*L`iX1gT=w36ENDi
`c}IquB՝
Cpf!n2SR49y)"^"LǟY" +0'z(
{1"l?X T@biD=@I5hSu6s?#Q:voa,7KRD(ǔv|,`#~05eҥpUsz>JI?*ň!fPGv&¨X4aZkSx#p|
{psnD9UQ.*ѓ23"mYpdn`$Z
ƙ6С&-=&}bD7W(3g>fux椊;ztum&e=@)嚼!|jYa@R`RaM0+AG'A#B!iu0Zz-}%iڊ\Q<GR
*kUu2HVupt3u㖃W=ѫ^q!3$TFr^%Y0pߧ|̝ a3T%RPh\I3EyaPT|4;PYZT6f!>q
(>6d9:nt{.)x #@3k3s`x|t*Pbb[tGW*.0֠`"*vus) g
k.PZ_$[Cc{~xRY{a|Je) I㐻I8ƴ*q1Kq42W-e:eLCkS8or3̥
7t\.LhlE=i,%>Gм~bXtnĞ} /{j
OPn@j5J5'(PaADBi.5w>C{@ExuAfuxe<كU:!w>*vj*vH
1<q}oF8&B0
<:vt?JYh͌vh77;j}6G̻ͱi/`j
PWW8hҵ{n:`kez0lgTJ4rJЩe6m=]Pa̤CTIQfRNsYx>UEU7}w Yro0B-.bzS@ײ'5<:؞;PEW̌W||na4:Xsqlю*.;u7;: [9m:h嵀#{ScO`h`~jed,#Lүt!Y_*[=wN+r{ DhCkZqDYM]4eF$tSʝWՆ0jgyڑ"-Ƽ3ny"2VK iCGAm~S!u1LGv^߱A|q\?qT7^5ɞ9GZ^˪!IF@ѽ꽵I3A3j0Nca(E6L -=#W