%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
InSincronia_2019_Card
2019-01-09T12:17:41+01:00
2019-01-09T12:17:41+01:00
2019-01-09T12:17:41+01:00
Adobe Illustrator CC 2017 (Macintosh)
256
164
JPEG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uuid:afb820e6-a2de-8c45-ae67-7b5d3dbb6281
xmp.did:4b0ae707-fa70-4f3b-af96-72dc9eec9b42
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:ff1e53e0-4bb5-47ad-9178-bf1f2cf8931f
xmp.did:ff1e53e0-4bb5-47ad-9178-bf1f2cf8931f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6a3f13eb-0b09-4479-905b-55120fee0a1a
2019-01-08T12:14:53+01:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:4b0ae707-fa70-4f3b-af96-72dc9eec9b42
2019-01-09T12:17:35+01:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/giuliaripa/Google Drive/##2018##/##LAVORI##/TEATRO_TRIESTE/InSincronia_2019/unnamed.jpg
0
0
EmbedByReference
/Users/giuliaripa/Google Drive/##2018##/##LAVORI##/TEATRO_TRIESTE/InSincronia_2019/WEB/InSincronia_Evento_2.psd
adobe:docid:photoshop:0491e2b5-b825-4e4d-a5e7-f65986f77922
xmp.iid:e6a2f965-6734-442d-8ade-be3a6eb9b5fb
/Users/giuliaripa/Google Drive/##2018##/##LAVORI##/TEATRO_TRIESTE/InSincronia_2019/unnamed.jpg
0
0
/Users/giuliaripa/Google Drive/##2018##/##LAVORI##/TEATRO_TRIESTE/InSincronia_2019/WEB/InSincronia_Evento_2.psd
adobe:docid:photoshop:0491e2b5-b825-4e4d-a5e7-f65986f77922
xmp.iid:e6a2f965-6734-442d-8ade-be3a6eb9b5fb
Print
True
True
1
105.000000
148.000000
Millimeters
Cyan
Magenta
Yellow
Black
PANTONE 202 C
Gruppo campioni predefinito
0
Bianco
RGB
PROCESS
255
255
255
Nero
RGB
PROCESS
35
31
32
Rosso CMYK
RGB
PROCESS
235
33
46
Giallo CMYK
RGB
PROCESS
255
240
42
Verde CMYK
RGB
PROCESS
0
164
83
Cyan CMYK
RGB
PROCESS
0
175
236
Blu CMYK
RGB
PROCESS
47
52
144
Magenta CMYK
RGB
PROCESS
234
20
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
188
33
50
C=0 M=90 Y=85 K=0
RGB
PROCESS
237
67
61
C=0 M=80 Y=95 K=0
RGB
PROCESS
239
91
52
C=0 M=50 Y=100 K=0
RGB
PROCESS
245
147
49
C=0 M=35 Y=85 K=0
RGB
PROCESS
250
175
76
C=5 M=0 Y=90 K=0
RGB
PROCESS
248
235
72
C=20 M=0 Y=100 K=0
RGB
PROCESS
215
222
59
C=50 M=0 Y=100 K=0
RGB
PROCESS
142
197
73
C=75 M=0 Y=100 K=0
RGB
PROCESS
63
179
79
C=85 M=10 Y=100 K=10
RGB
PROCESS
7
146
72
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
103
58
C=75 M=0 Y=75 K=0
RGB
PROCESS
52
180
117
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
167
157
C=70 M=15 Y=0 K=0
RGB
PROCESS
50
171
223
C=85 M=50 Y=0 K=0
RGB
PROCESS
35
119
186
C=100 M=95 Y=5 K=0
RGB
PROCESS
44
59
142
C=100 M=100 Y=25 K=25
RGB
PROCESS
39
36
96
C=75 M=100 Y=0 K=0
RGB
PROCESS
101
49
143
C=50 M=100 Y=0 K=0
RGB
PROCESS
144
44
142
C=35 M=100 Y=35 K=10
RGB
PROCESS
157
35
98
C=10 M=100 Y=50 K=0
RGB
PROCESS
215
34
93
C=0 M=95 Y=20 K=0
RGB
PROCESS
235
48
124
C=25 M=25 Y=40 K=0
RGB
PROCESS
194
180
156
C=40 M=45 Y=50 K=5
RGB
PROCESS
154
133
122
C=50 M=50 Y=60 K=25
RGB
PROCESS
113
102
89
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
195
154
111
C=30 M=50 Y=75 K=10
RGB
PROCESS
168
123
83
C=35 M=60 Y=80 K=25
RGB
PROCESS
138
93
62
C=40 M=65 Y=90 K=35
RGB
PROCESS
116
76
44
C=40 M=70 Y=100 K=50
RGB
PROCESS
95
56
23
C=50 M=70 Y=80 K=70
RGB
PROCESS
59
36
22
PANTONE 444 C
PROCESS
100.000000
RGB
102
118
119
PANTONE 202 C
SPOT
100.000000
LAB
32.156898
44
18
Grigi
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
65
64
66
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
111
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
130
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
147
149
152
C=0 M=0 Y=0 K=40
RGB
PROCESS
167
169
172
C=0 M=0 Y=0 K=30
RGB
PROCESS
188
190
192
C=0 M=0 Y=0 K=20
RGB
PROCESS
209
211
212
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
242
242
Vivaci
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
235
33
46
C=0 M=75 Y=100 K=0
RGB
PROCESS
239
102
47
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
220
56
C=85 M=10 Y=100 K=0
RGB
PROCESS
10
160
79
C=100 M=90 Y=0 K=0
RGB
PROCESS
36
67
151
C=60 M=90 Y=0 K=0
RGB
PROCESS
126
67
150
Adobe PDF library 15.00
False
PDF/X-3:2002
PDF/X-3:2002
PDF/X-3:2002
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[2.83464 2.83464 300.472 422.362]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[2.83464 2.83464 300.472 422.362]/Type/Page>>
endobj
12 0 obj
<>stream
HьWKdЙ
мч)ђ#Є>k/М6М№
ў,Њ
ћўzйcУKcЊХDСъ?ќЙн?ПплЃEрo_їVџюп?џyћх5љїя7ќрЭоц=z>lЯћПўzћл=VѕеlўњЪZ>цМЭЧЪuџАёАњp>r})ЌhыБуg_лы1жџ\1уБ,~8Ѕ{МRneљ6цц_ЋПЛ|ќѕntиююЫїhuнѓўљї§vћАлМїqџКѕGTоЬ>ЫыQцЧ~кuZ _З3К§Zл^СЛљёЭПмпнішQћћonU|дel{и?мЦЦecьћ'і
Ѓ%цЂ#СгhфТWs/-s-УмvlВ{эhuJ?Ц'"Ж^s#јQbМшгjмАјlzmXЂЃ R#)QYхК >ИnюmР4kнЊsqПрмкДМ^жNZщифe~СЭЕIxћф6:DГЖv"Ћ. _ПНйОћЃMКfmѓ(\)З мЂsбЉлhэШsеЌHт^Щ0TРё
гPdж3]nhс.УIyщ№нпfлмз>uЩхќrіPsMyЧйh3у}ЯкЦцx`ьу$Jн7=H№DAq"П$тВЭ
јY<№њЯхrт6ЎD\љјІУоАcMй(ёњ96СЅАэё=YЈГ+ам6{?I7ЎѕЭ=Иі @e^Џ-ІrE7тмМмЪ!HЇVВ.?.нЪѓЭiglKU"хО3НЕ6YжF'ЃБшЉ
Vqњ
Ц{@%2|б
9SфКbКЙ0L#>ќ<Е~A&ЎЙЪЇaВЯ@3ыГ`Х NGэkaЧ1g EkвXњHм[ћ1UЦ aRчЋ}$bВПhoЁЄ3ЄЇѓр№Uхтуз~^ХЕЋa7Ў-lУEёћЋнъд=п,ЈЛ ї1:hШЁЫUfЪыY}3ѓрlкK:^ЎМ 8О7ТЖ_ЎZ}?Эe5*ЄЈIђсЎІDёlZ[5D3ч]wZЯѕџХ]ёm№ЇbјЙrЧљ]Od.СSEрЏa|ЋЂdM`xqфШpЭЊj
Р3TЃЦA}ВlхB6*7КU{`е
ьиcqеv@
м ЏvKЛ*Р\EЋWqзИЊ
1јUhРЊШЕKрHwEQfСЎјХ0Sq)Цщ№ЊR\гkBюЅБыВvЯжpDИ8`сSЧБ3h№|Г_нAыМHиРNЊCбЁ\BЪHJcєгF8=Zз&TѓЇвж:C{щ3FшjВ+Р$ЇлАЋфj kМxј§RU@*`№TЏфDmЄЏqЦr5SЧЊгf NІМДЄJUIJьПЊе_cCxURЬтL@aљoй1Б Щ:[P
=q5OЁHQђd.6Y(aфf>Tй`:2%{№-ёyqЮ5ч=дАJnѕjеЎa
=7MфнМz%9їЃе*dЄфCe
ЅmCRн y У:
O7ЧWUП?%р
пRvт1&){їМЗЧФsЎУ`ё2лxбЄЏ#Ск;љ,JфесПЪ+ЋБГКJЇБФцмW74c
ЊRБpC!РТc:з1З1 ЦGPqЪа~CEч[fdЉE%жщФћРОц2ЫїСцЭъ4OПyо6NkRаћБ=Ш~Lѕќ^ZўfЙ6
ыхVЖиЦЧ)TсiзЦКYы2АЮђ9wјЏЙ.1 CУбЇ`ЇW
ЬCuъ_AюCЕЧСнjЂІ+EВїѓvNЛт| џ|к(љўў{w№2ћw#тЃ F?ј 9,$д/~№q4мћknшжыptПёS/E`9чKА'D(MJ?ШSsєЃЌhjюtк
XWУр JЕcЁЅB+що(Яа
БoFAсЅNЖKЖ.нХKыi
ЈЊдурYbыhvН $Ъ
щгО ѕyЂhьP dЄЄXЖaч
Ќ115t*Р дл u0(xдx^цkі
Ю!ЌЋА#&C[vТД@МЊСмKu/Й4kaГ|cЈpѕ M^fјУ№7ЬcЩeЕПIr_Сјд^pfkЏT=ЬФ&3Љ)@ВЮLтЙXHж яй Cцт0ИmмHГЎ_X
]у6tJ{(FхGЕмЯкЊАИа<ЕNаШLЕ3)ц>ЎК6]фФ)VЇ6ъ]Њ<bI\Оku:њRыу5Љ
]UЂB7ю7Jн"њЁKxЏ.фє$ъВі!pCйЬБЎ
Њ[mn$лs.nC~МUsчKuf[t
nUмдl*:ro§ЦЖСuщтдцъњaWўh3т#wПфцnRevЂкХж3.еЅЩЁЦ*TдњПй/,Щq^%/§јџg6НЈЙџvшц`(ВКzN*!Х(pЃFBnSЗЎNЉъЌrщ{02зфpxл,Дq'лcг
$кj2f@ЩЙОчGе\щ ъЬhЉ[Гn>єzьќ[ЋfS4Й3ОR 4ЎЕn}YFсrm
фЏ
эЋF
].ї_U0ј{A_Ў1]S(Х'3pРГ