%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
manifesto_evangelizzazione
2023-03-29T19:02:57+02:00
2023-03-29T19:02:57+02:00
2023-03-29T19:02:57+02:00
Adobe Illustrator 27.1 (Macintosh)
220
256
JPEG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uuid:40830eac-7974-4046-be40-c0e786a0b15d
xmp.did:ca98e694-ab25-4443-8d9a-72c99c8d26c0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:19cc0ae0-e7d8-a84b-815d-abb792d66aee
xmp.did:5dfdd0d6-4fcb-4e04-a104-48e91269a754
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:5dfdd0d6-4fcb-4e04-a104-48e91269a754
2023-03-24T17:42:07+01:00
Adobe Illustrator 27.1 (Macintosh)
/
saved
xmp.iid:ca98e694-ab25-4443-8d9a-72c99c8d26c0
2023-03-29T19:02:51+02:00
Adobe Illustrator 27.1 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
320.000000
450.000000
Millimeters
DonJose-Black
Don JosУЉ
Black
Open Type
Version 1.000
False
DonJose_Black.otf
Times-Bold
Times
Bold
TrueType
17.0d1e1
False
Times.ttc
Montserrat-Medium
Montserrat
Medium
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Medium.otf
Montserrat-MediumItalic
Montserrat
Medium Italic
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-MediumItalic.otf
Montserrat-BlackItalic
Montserrat
Black Italic
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-BlackItalic.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
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
R=93 G=115 B=199
PROCESS
100.000000
CMYK
72.768748
54.476231
0.000000
0.000000
R=234 G=95 B=51
PROCESS
100.000000
CMYK
0.000000
77.972072
88.482487
0.000000
R=248 G=185 B=200
PROCESS
100.000000
CMYK
0.000000
39.853513
7.818723
0.000000
R=255 G=200 B=73
PROCESS
100.000000
CMYK
0.000000
24.155031
78.036159
0.000000
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
89.999400
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 17.00
False
False
1
1
mm
450
320
0
0
0
0
1.000000
1.000000
False
False
cyan
process
process
cyan
120
22.5
0
0.622360229
0.891891479
normal
unknown
magenta
process
process
magenta
120
52.5
0.900085449
0
0.492385864
normal
unknown
yellow
process
process
yellow
120
7.5
1
0.930862427
0
normal
unknown
black
process
process
black
120
82.5
0.112991333
0.112365723
0.106811523
normal
unknown
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
Livello 1
True
False
0
0
1
2
3
4
Don JosУЉ Black
OpenType
local
False
Montserrat Black Italic
OpenType
local
False
Montserrat Medium
OpenType
local
False
Montserrat Medium Italic
OpenType
local
False
Myriad Pro
OpenType
local
False
Times lihava
TrueType
local
False
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 907.087 1275.59]/Type/Page>>
endobj
7 0 obj
<>stream
HЌWKЎ$Й
мПSфJE}OрЕс
№0cю60і§!#ЈЬЌъW=6рMU*ЅЈ`0Hўі)ЃЅЖфXyЄ<Чё8пќћПџВ59ZьwЬ#џќјгџПџчуЗCll[Ѓд$ГєуQ4iЧчwџьјўёЈ+b$хјіёh3:mЁmКьДОRЮЭДЄЫb;ЉНOвыёљё(Ѕ*уhЅЅ5яQlЖкбДЅbSіBS_GЋ6еЦЕІкХ^ЬTј6ВjvжэrC|і(jЏІM-7вjн^hЕњbкЦІ.ні(ХіWлDьтЊh*кJ&RйжџњёNГе,}јIyщд|JџЈљ? UўЯ@Е? Њо_еІ]Ћжqд)i1ыЪ^,УЁЬЄ`йІ~аТСsЄІ§адРГ]ЦаCэЫ1j%eГFќуь(7InSN8kЄ9Ћ
%QбЁqmче§JЉ$!3jЗ,Ж&g3тx{%ыБйbhWЗтX
_йїікжІ@ЬqГл";{пј?Фщ7HЎ=ЕVюЎ7|џpwuлГM7-ўТXjЪюФБR-уЋG*PММБ=Х ЌЖi
oЬONPьо{uцd
/Еэ$пѕхЭЗ>jЪё'е№f`;ЫfфшvJo>iи7;ІспФЗ=Чі}uББя|Ч<ёЦXн' ІGЏЦ&/CЃыJ*{h[>ПАдЮШхі
љЪјьу1|ќьЯK-6sz'НЈw1$;с
xсЊjѓО6ќџџэћБАє_ЛЗхП}ЦГЏ*k3ЊЯОЏ?ЃфX5+NёUЮЗЁ}Нtѓ{3ЖёdЗtXd_><5`PХ:[>}aЙцЊЎл sРuvlДпBіr[hдті<Я%жЕL7PъЦ KНІrkэХџјуФyдЕR+COи8ЇцЪS-jќИм>3јAhЮ=ј$вrЭЄ<щOьgкt(ц75е.ѓ~y?EЄХеуЄ^ wі
Г[xД%ќ:Vjаs6 Т
т5APЫQND|ЃЌЗчКѕ
П.@ќтцуLџNpЬvЮT Ы\ЩљмЙщ[)ЦtСѕ3rІгHЮAteМгgЦѓј\ун~qЌ?дZ1Ѓz}QyњmQ.Џя\^-бBЙЫЄ{qЙcMX\\№y0]ЈЭ|фHЦТМБЮєЁлKntЊ7ВН1лs
БЮЭЖд ЯfяЭђ"ЫVьЬР)в{BЋ0сЯБѕkfё9ІУшJNяl.V=?`so/JЉr;`8\ЖAo4єY_ДwАxфё{дщH"ъПН1 .ђ=ЙњhЁ;Щ"&ЁЈVм{ ~ЅSь4ђuлZХЛЃр%цГчці\НyЎ?9,D[TПЮ$NVm|iщжшЇ1ЫОsљy,sєНLЫLЮыa;yЏiъцФЯ-a^Џ
я<Ћг\КCoeАе*НUиМкаk
иRiЇаfИ=GzЬKЎћlsЁў-є5'цњ§ЋЁї#-&Rвт$5с63РгщС\Аv F\)ЏяG?чўkЈdhVoрОВВ2ћKрJPpВђ(ЂP.рlНbЅПЧЎrЦ5зЈ1(є(x NUfІдuэХСШЙШџЈїЂ,Tмnsg7@XыБ^ѕ-cЪK]гw}А
йBЙЋЉвЮ>рuMUж5ЄKЗ9о~P_жVd2ЕпСJjLБG