%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Locandina
2022-09-21T17:14:19+02:00
2022-09-21T17:14:19+02:00
2022-09-21T17:14:18+02:00
Adobe Illustrator CC 23.0 (Windows)
148
256
JPEG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uuid:c9f74ac6-98b4-4adc-9782-dbb372226d2f
xmp.did:0dbf4a92-2630-4a45-9356-ab57f064a096
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:85bf5c43-83fd-41a8-8e5f-ee97967a61ad
xmp.did:b767bf01-c1f2-5b4b-a8db-2d1f96dfd385
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:5d616f9d-0c00-c441-b880-b3194f0190a8
2019-11-12T14:14:05+01:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:0dbf4a92-2630-4a45-9356-ab57f064a096
2022-09-21T17:14:16+02:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
C:\Users\Camilla\Documents\Progetti Camy\Cascine 90\Logo 90esimo.jpg
0
uuid:faf5bdd5-ba3d-11da-ad31-d33d75182f1b
EmbedByReference
C:\Users\Camilla\Documents\Progetti Camy\Logo pastorale\Comunità Logo1.png
adobe:docid:photoshop:7eb5c80f-8203-b341-8795-2d58df4acfa9
xmp.iid:8f4dd490-68ce-654a-8624-d6c405cf60ab
C:\Users\Camilla\Documents\Progetti Camy\Cascine 90\Logo 90esimo.jpg
0
uuid:faf5bdd5-ba3d-11da-ad31-d33d75182f1b
C:\Users\Camilla\Documents\Progetti Camy\Logo pastorale\Comunità Logo1.png
adobe:docid:photoshop:7eb5c80f-8203-b341-8795-2d58df4acfa9
xmp.iid:8f4dd490-68ce-654a-8624-d6c405cf60ab
Print
False
True
1
14.850000
21.000000
Centimeters
AcuminVariableConcept
Acumin Variable Concept
Default
Open Type
Version 1.020;hotconv 1.0.108;makeotfexe 2.5.65593
False
AcuminVariableConcept.otf
ErasITC-Light
Eras Light ITC
Regular
Open Type
Version 1.01
False
ERASLGHT.TTF
Mistral
Mistral
Regular
Open Type
Version 2.10
False
MISTRAL.TTF
Monotxt
Monotxt
Regular
TrueType
Macromedia Fontographer 4.1.3 4/4/97
False
monotxt_.ttf
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
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
C=0 M=100 Y=98 K=0
PROCESS
100.000000
CMYK
0.265507
99.520862
97.689784
0.213626
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
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 420.945 595.276]/Type/Page>>
endobj
14 0 obj
<>stream
HWn(4.VֻNDq
R`MK6|@JZup|h:Y]9Zd-&3/^\b_8y|ͅ3VV:ִK1|/ֈq'FX= ٜ^b%6MCibC l
H%}1cʧf]F$в^6eoBb͡)|lΓg}D&yQ*^`9]hSSӰ}7[kئE t'WQ*|tf+}#,+AD ^.G[S3 5|[\uv7 FJ0"]
VH
Ӱqy``b6a
ޖHsrbXbQ^ Ilho=g '\I¬})0RqKFӑ>a ݧͩ-6`uֻ
ۮ +o~4<a*1;(WpʳՃ
6lbl`$;"D>l*t},T^3摹f߯7YmVGO?֊6x*ҶcA(?(`*͂c Hb~ۏcvw~>+߫L^!6R[PE$_r///Ề?сϽBy|:wldžso?!(Jl'~zynE?8{dl9Sz{0ggΐOO{fϛqQ֓Q[!! ѳ-N
! $y5S[a./(Dvb5
4
&8 T]d52@faV+yR1ԏL4agWb!d4 8DDG*LC?j&,?Q-zG]@K,LzNQβK+}WwU`gS4 *ե ~Ka'FĶ;1Nf~4;E-˥Y蕉DYu֢U;Ez+Ύ69{ aNpFVCUO_7Oo??PϗTP_4&LC*U.T^1*w RK;H'ծTۡT蔓vZ)EMdB84HYu-.=6؇
}:M/~?ܭа]>^&풾e
q
$1$,.TQ]ti<#
(
A{'ԿP<|;v
4.`Q;&
9E
f q0>S=Bfv-ep-ϱH-2:);^aQ6Pxpn`vdYry5lC?Kw G ڗ{hf]lx
1}N-c'?
Bmwp;ET=0hDR5l߃а'ЄNFCs]tzk?iS=bB85.yx5C|\_R;oW?\]
љ'ﯯޝ6/N.wg/{E(p+
+G<ڪR/O1Ffb+j}9>z=~۲GH~n
Db1n͢b9'g''kx[PrCдbYjSG$sBQP
PIЏ!ZiÅ
BUԙ)'k}aW:eQƵ&si<p r`BKN`k(~G;=ndݵWòEM)pE{ʖu1q!j3*Y w(z -j)}K1GMq;N)= FlЧ_o`zVa8L#v֢4Z߇)"0ҿ2'ҕ~qR`֞{#4j$N FyާR#)R;)L !܊`>`b Oۦ)^qQ7.Z5MF)yGA,@ oЀ˄dKt<Zlp9