%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
depliant digitale_nuovo
2021-07-02T10:43:27+02:00
2021-07-02T10:43:27+02:00
2021-07-02T10:43:27+02:00
Adobe Illustrator 25.3 (Macintosh)
256
172
JPEG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uuid:0cf823cd-9813-4747-99fd-03cf518cded6
xmp.did:64bf1284-9385-4567-bafa-e924eb2038d8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:05ae9fa7-9f59-47d5-851c-07d2077ff52f
xmp.did:05ae9fa7-9f59-47d5-851c-07d2077ff52f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:175174f1-a28a-494b-854e-f7e0b77535da
2021-04-16T09:18:24+02:00
Adobe Illustrator 25.2 (Macintosh)
/
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:6f27230a-d335-44da-8ffa-889c593d94f5
2021-05-11T08:48:26+02:00
Adobe Illustrator 25.2 (Macintosh)
/
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:05ae9fa7-9f59-47d5-851c-07d2077ff52f
2021-07-01T10:31:30+02:00
Adobe Illustrator 25.3 (Macintosh)
/
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:64bf1284-9385-4567-bafa-e924eb2038d8
2021-07-02T10:43:22+02:00
Adobe Illustrator 25.3 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
20.999999
29.700002
Centimeters
Gotham-Light
Gotham
Regular
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
Gotham-Light_0(1).otf
Gotham-BookItalic
Gotham
Italic
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
Gotham-BookItalic_0(1).otf
Gotham-Bold
Gotham
Bold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
Gotham-Bold_0(1).otf
Gotham-Medium
Gotham
Medium
TrueType
001.000
False
Gotham-Medium.ttf
Gotham-Book
Gotham Book
Regular
Open Type
001.000
False
Gotham Book Regular.otf
GothamMedium
Gotham Medium
Regular
TrueType
Version 001.000
False
Gotham-Medium(1).ttf
GothamMedium-Italic
Gotham Medium
Italic
TrueType
Version 001.000
False
Gotham-MediumItalic(1).ttf
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
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
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/Thumb 128 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
13 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/Thumb 130 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
129 0 obj
<>stream
0 0 1 0 k
/GS0 gs
581.102 14.173 -566.929 813.543 re
f
1 0.34 1 0 k
581.102 701.379 -566.929 126.337 re
f
BT
/T1_0 1 Tf
-0.029 Tc 0.029 Tw 16 0 0 16 33.5381 672.2314 Tm
(\273 )Tj
-0.049 Tc 0 Tw 0.887 0 Td
(PARCO DEI DAINI)Tj
0 1 0 0 k
0 Tc 11 0 0 11 33.5381 642.2314 Tm
(ACCADEMIA DI ARACNE)Tj
0 0 0 1 k
9 0 0 9 33.5381 632.2314 Tm
(Yarn bombing, 2020)Tj
/T1_1 1 Tf
0.073 Tw 0 -1.111 Td
[(L\222Accademia )0.5 (Aracne conduce una )0.5 (ricerca )0.5 (legata alla )0.5 (natura )]TJ
0.187 Tw 0 -1.111 Td
(attraverso interventi nei quali si serve di tessuti lavorati a )Tj
0.188 Tw 0 -1.111 Td
(maglia per trasformare gli alberi in sculture variopinte dal )Tj
0 Tw 0 -1.111 Td
(forte impatto visivo.)Tj
0 1 0 0 k
/T1_0 1 Tf
11 0 0 11 33.5381 562.2314 Tm
(LORIS CECCHINI)Tj
0 0 0 1 k
9 0 0 9 33.5381 552.2314 Tm
(Arborexence, 2021)Tj
/T1_1 1 Tf
0.404 Tw 0 -1.111 Td
[(Centinaia )0.6 (di )0.6 (elementi )0.5 (in )0.6 (acciaio )0.5 (innestati )0.6 (l\222uno )0.6 (nell\222altro )]TJ
0.095 Tw 0 -1.111 Td
(conferiscono all\222albero una nuova morfologia. Sono sempli)Tj
0 Tw (-)Tj
0.15 Tw 0 -1.111 Td
(cemente appoggiati alla pianta, in modo da esaltare il suo )Tj
0.179 Tw 0 -1.111 Td
(movimento verso l\222alto, in una proliferazione continua che )Tj
0.421 Tw 0 -1.111 Td
(produce una forma in continuo e costante movimento. )Tj
0.212 Tw 0 -1.111 Td
(Grazie all\222arte, industria e natura convivono in un poetico )Tj
-0.042 Tw 0 -1.111 Td
(scambio di gesti, che invitano ad elevare lo sguardo e l\222anima )Tj
0 Tw 0 -1.111 Td
(dal terreno.)Tj
0 1 0 0 k
/T1_0 1 Tf
11 0 0 11 33.5381 442.2314 Tm
(LEANDRO ERLICH)Tj
0 0 0 1 k
9 0 0 9 33.5381 432.2314 Tm
(Window & Ladder \226 Citt\340 Eterna, 2021)Tj
/T1_1 1 Tf
0.129 Tw 0 -1.111 Td
(Le installazioni di Leandro Erlich manipolano la percezione )Tj
0.242 Tw 0 -1.111 Td
(dello spettatore, che spesso si trova inserito in situazioni )Tj
0.07 Tw 0 -1.111 Td
(stranianti. Per Villa Borghese l\222artista ha realizzato un\222opera )Tj
0.236 Tw 0 -1.111 Td
(ispirata ad una finestra reale che affaccia su Piazza della )Tj
0.266 Tw 0 -1.111 Td
(Rotonda, in cui suggerisce un movimento potenziale che )Tj
0 Tw 0 -1.111 Td
(confonde il sottile confine tra il possibile e l\222impossibile.)Tj
0 1 0 0 k
/T1_0 1 Tf
11 0 0 11 33.5381 342.2314 Tm
(GIUSEPPE GALLO)Tj
0 0 0 1 k
9 0 0 9 33.5381 332.2314 Tm
(Eroi, 2006)Tj
/T1_1 1 Tf
-0.001 Tc 0.119 Tw 0 -1.111 Td
[(Gallo )0.5 (propone )0.5 (dodici sculture )0.5 (che hanno )0.5 (l\222aspetto )0.5 (di )0.5 (sedie, )]TJ
-0.056 Tw 0 -1.111 Td
(ma non posso sostenere alcun peso, perch\351 fragili e altissime. )Tj
-0.015 Tw 0 -1.111 Td
(Salgono dal terreno come esili tronchi d\222albero, in un dialogo )Tj
0.232 Tw 0 -1.111 Td
(silenzioso e pieno di mistero. Evocano gli eroi del nostro )Tj
0 Tw 0 -1.111 Td
(tempo, fragili e caparbi, come la natura che ci circonda.)Tj
0 1 0 0 k
/T1_0 1 Tf
0 Tc 11 0 0 11 33.5381 252.2314 Tm
(PIETRO RUFFO)Tj
0 0 0 1 k
9 0 0 9 33.5381 242.2314 Tm
(Migrante, 2021)Tj
/T1_1 1 Tf
-0.007 Tc -0.045 Tw 0 -1.111 Td
(Uno dei temi pi\371 cari al lavoro di Ruffo \350 la riflessione sui feno\
)Tj
0 Tc 0 Tw (-)Tj
-0.007 Tc -0.025 Tw 0 -1.111 Td
[(meni )0.5 (della )0.5 (geopolitica, )0.7 (con )0.6 (un )0.6 (occhio )0.6 (sempre )0.5 (attento )0.5 (al )0.5 (desti)]TJ
0 Tc 0 Tw (-)Tj
-0.007 Tc 0.109 Tw 0 -1.111 Td
[(no )0.5 (delle )0.5 (persone e al loro contributo nella )0.5 (costruzione )0.5 (della )]TJ
0.497 Tw 0 -1.111 Td
[(storia dell\222umanit\340. Leggero )0.5 (come )0.5 (un )0.5 (disegno )0.5 (tracciato )]TJ
-0.042 Tw 0 -1.111 Td
(nell\222aria, il suo \223migrante\224 emerge dalla Fontana del Sileno pe\
r )Tj
0.111 Tw 0 -1.111 Td
[(raggiungere la terra dove iniziare una nuova )-0.6 (vita: )-0.6 (un monu)]TJ
0 Tc 0 Tw (-)Tj
-0.007 Tc 0 -1.111 Td
(mento alla speranza, una provocazione per le coscienze.)Tj
0 1 0 0 k
/T1_0 1 Tf
0 Tc 11 0 0 11 33.5381 142.2314 Tm
(MARINELLA SENATORE)Tj
0 0 0 1 k
9 0 0 9 33.5381 132.2314 Tm
(Assembly, 2021)Tj
/T1_1 1 Tf
0.461 Tw 0 -1.111 Td
(Di fronte ad un\222opera della Senatore, veniamo sempre )Tj
0.012 Tw 0 -1.111 Td
(chiamati alla partecipazione. L\222invito giunge da scritte che si )Tj
0.059 Tw 0 -1.111 Td
(accendono su pareti variopinte ispirate alle forme barocche )Tj
-0.033 Tw 0 -1.111 Td
(delle luminarie e da elementi che l\222artista pensa per accoglie)Tj
0 Tw (-)Tj
0.012 Tw 0 -1.111 Td
[(re )0.5 (azioni )0.6 (e )0.5 (performance da )0.6 (realizzare )0.5 (di )0.5 (fronte )0.6 (ad )0.5 (un )0.5 (pubbli)]TJ
0 Tw (-)Tj
0.16 Tw 0 -1.111 Td
(co. In questo caso l\222opera sollecita il nostro movimento di )Tj
0.033 Tw 0 -1.111 Td
(mente e corpo, in un rinnovato e stimolante rapporto con la )Tj
0 Tw 0 -1.111 Td
(natura, oltre gli schemi del quotidiano.)Tj
1 0.34 1 0 k
/T1_0 1 Tf
16 0 0 16 329.667 670.3477 Tm
(\273 )Tj
(DIGITAL PROJECT)Tj
0 1 0 0 k
11 0 0 11 329.667 650.3477 Tm
(TOM\301S SARACENO)Tj
0 0 0 1 k
9 0 0 9 329.667 640.3477 Tm
(How to hear the universe in a spider/web: )Tj
0 -1.111 Td
(A live concert for/by invertebrate rights, 2020)Tj
/T1_1 1 Tf
0.363 Tw 0 -1.111 Td
(Saraceno esplora le connessioni della Terra con )Tj
0.247 Tw 0 -1.111 Td
(l\222Universo e dell\222Uomo con la Natura e il Cosmo, )Tj
0.169 Tw 0 -1.111 Td
[(grazie ad un )0.5 (lavoro digitale che si )0.5 (sviluppa su tre )]TJ
-0.029 Tw 0 -1.111 Td
[(livelli di )0.5 (partecipazione )0.6 (attiva )0.5 (del )0.5 (pubblico: )0.5 (un )0.6 (livello )]TJ
-0.008 Tw 0 -1.111 Td
[(sonoro, uno legato )0.5 (alla percezione )0.5 (delle vibrazioni e )]TJ
-0.016 Tw 0 -1.111 Td
(uno visivo. Chi trova e fotografa un ragno all\222interno )Tj
-0.048 Tw 0 -1.111 Td
(di Villa Borghese, pu\362 inviarlo all\222artista attraverso la )Tj
-0.045 Tw 0 -1.111 Td
[(App )0.5 (Arachnomancy: in )0.5 (questo modo si avr\340 accesso )]TJ
0.442 Tw 0 -1.111 Td
[(al )0.5 (concerto in )0.5 (modalit\340 binaurale, arricchito da )]TJ
0.136 Tw 0 -1.111 Td
[(speciali )0.5 (vibrazioni, )0.6 (elaborato )0.6 (attraverso )0.6 (la )0.5 (campio)]TJ
0 Tw (-)Tj
0.041 Tw 0 -1.111 Td
(natura dei suoi dell\222universo, messi a dialogo con le )Tj
0 Tw 0 -1.111 Td
(strutture architettoniche delle ragnatele.)Tj
/T1_2 1 Tf
8 0 0 8 329.667 500.3477 Tm
(Per ascoltare/vedere/percepire il concerto, scarica la App )Tj
0 -1.25 Td
(Arachnomancy su Apple Store o Google Play e segui le )Tj
0 -1.25 Td
(istruzioni.)Tj
1 0.34 1 0 k
/T1_0 1 Tf
16 0 0 16 329.667 430.3477 Tm
(\273 )Tj
(PIAZZA DI SIENA)Tj
14 0 0 14 329.667 416.3477 Tm
(dal 15 giugno al 15 luglio 2021)Tj
0 1 0 0 k
11 0 0 11 329.667 396.3477 Tm
(MICHELANGELO PISTOLETTO)Tj
0 0 0 1 k
9 0 0 9 329.667 386.3477 Tm
(Terzo Paradiso \226 100 panchine per Roma, 2021)Tj
/T1_1 1 Tf
-0.008 Tw 0 -1.111 Td
[(Dall\222inserimento )0.5 (di un )0.5 (terzo cerchio )0.5 (nel segno )0.5 (d\222infi)]TJ
0 Tw (-)Tj
0.154 Tw 0 -1.111 Td
(nito nasce il simbolo del Terzo Paradiso, progetto )Tj
0.024 Tw 0 -1.111 Td
[(concepito )0.5 (da Pistoletto tra la )0.5 (dimensione artistica e )]TJ
0.073 Tw 0 -1.111 Td
(l\222impegno civile. Questa sar\340 la forma che compor)Tj
0 Tw (-)Tj
0.091 Tw 0 -1.111 Td
(ranno 100 panchine all\222interno di Piazza di Siena, a )Tj
0.059 Tw 0 -1.111 Td
(partire da met\340 giugno: ogni panchina, adottata da )Tj
-0.008 Tw 0 -1.111 Td
(un donatore, attiver\340 un processo di sensibilizzazio)Tj
0 Tw (-)Tj
0.291 Tw 0 -1.111 Td
[(ne )0.5 (sulla )0.5 (relazione )0.5 (tra )0.5 (bene )0.5 (pubblico )0.5 (e )0.5 (comunit\340, )]TJ
-0.006 Tw 0 -1.111 Td
(contribuendo alla costruzione del Terzo Paradiso, in )Tj
0.4 Tw 0 -1.111 Td
(cui ogni individualit\340 diviene parte attiva di un )Tj
0 Tw 0 -1.111 Td
(processo collettivo.)Tj
1 0.34 1 0 k
/T1_0 1 Tf
16 0 0 16 329.667 226.3477 Tm
(\273 )Tj
(MUSEO CARLO BILOTTI)Tj
14 0 0 14 329.667 212.3477 Tm
(fino al 19 settembre 2021)Tj
10 0 0 10 344.667 201.3477 Tm
(ORARI)Tj
0 0 0 1 k
/TT0 1 Tf
8 0 0 8 344.667 191.3477 Tm
(Mar-Ven 10-16 / Sab-Dom 10-19)Tj
0 -1.25 Td
(Dal 1 giugno Mar-Ven 13-19 / Sab-Dom 10-19)Tj
0 1 0 0 k
/T1_0 1 Tf
11 0 0 11 329.667 161.3477 Tm
(ARTE E NATURA)Tj
0 0 0 1 k
/TT1 1 Tf
9 0 0 9 329.667 151.3477 Tm
(Mostra a cura di Antonia Rita Arconti, )Tj
0 -1.111 Td
(Ileana Pansino, Daniela Vasta)Tj
/T1_1 1 Tf
0.178 Tw 0 -2.222 Td
(Nell\222ambito del progetto \223Back to Nature 2021\224, il )Tj
-0.034 Tw 0 -1.111 Td
(Museo Bilotti ospita un percorso espositivo realizza)Tj
0 Tw (-)Tj
-0.052 Tw 0 -1.111 Td
(to attraverso la selezione di alcune opere della colle)Tj
0 Tw (-)Tj
0.136 Tw 0 -1.111 Td
(zione di arte contemporanea della Sovrintendenza )Tj
0.097 Tw 0 -1.111 Td
(Capitolina ai Beni Culturali. Le opere, che spaziano )Tj
0.182 Tw 0 -1.111 Td
(dal primo Novecento ai giorni nostri, propongono )Tj
0.382 Tw 0 -1.111 Td
(un variegato e stimolante sguardo sulla Natura, )Tj
0 Tw 0 -1.111 Td
(attraverso linguaggi ed epoche diverse.)Tj
0 0 0 0 k
-0.016 Tc 0.024 Tw 10 0 0 10 218.9844 803.4409 Tm
(Dopo il successo riscosso dalla prima edizione, torna \223Back to Nature\
\224, )Tj
-0.049 Tw 0 -1.1 Td
(manifestazione promossa da Roma Culture \226 Sovrintendenza Capitolina )Tj
0.36 Tw 0 -1.1 Td
(ai Beni Culturali: nuove installazioni di artisti contemporanei sono )Tj
0.018 Tw 0 -1.1 Td
(pensate per valorizzare il parco di Villa Borghese. Le opere, progettate\
)Tj
0.278 Tw 0 -1.1 Td
(appositamente per la manifestazione, si concentrano nel Parco dei )Tj
-0.021 Tw 0 -1.1 Td
(Daini, dove \350 possibile vivere e osservare la natura, gli arredi stor\
ici e gli )Tj
0.211 Tw 0 -1.1 Td
[(spazi aperti con occhi diversi, )0.5 (per riflettere )0.5 (sul )0.5 (rapporto )0.5 (tra )0.5 (l\222uomo, )]TJ
0.182 Tw 0 -1.1 Td
(l\222ambiente e lo spazio storico. La manifestazione coinvolge anche la \
)Tj
0 Tw 0 -1.1 Td
(mostra ARTE E NATURA presso il Museo Carlo Bilotti.)Tj
ET
q 1 0 0 1 13.6063 723.8264 cm
0 0 m
7.866 0 l
7.866 23.029 l
25.409 0 l
32.189 0 l
32.189 36.225 l
24.323 36.225 l
24.323 13.921 l
7.349 36.225 l
0 36.225 l
h
31.567 0 m
39.692 0 l
f
Q
q
0 841.89 595.276 -841.89 re
W n
q 1 0 0 1 45.4129 723.8264 cm
0 0 m
8.125 0 l
11.437 8.125 l
26.755 8.125 l
30.067 0 l
38.399 0 l
22.874 36.484 l
15.525 36.484 l
h
14.283 15.163 m
19.096 26.91 l
23.909 15.163 l
h
41.555 0 m
49.525 0 l
49.525 28.877 l
60.548 28.877 l
60.548 36.225 l
30.533 36.225 l
30.533 28.877 l
41.555 28.877 l
h
75.555 -0.569 m
85.284 -0.569 91.442 4.813 91.442 15.784 c
91.442 36.225 l
83.473 36.225 l
83.473 15.473 l
83.473 9.729 80.523 6.779 75.658 6.779 c
70.794 6.779 67.844 9.833 67.844 15.732 c
67.844 36.225 l
59.875 36.225 l
59.875 15.525 l
59.875 4.865 65.826 -0.569 75.555 -0.569 c
91.331 0 m
99.301 0 l
99.301 11.592 l
105.562 11.592 l
113.325 0 l
122.64 0 l
113.791 12.938 l
118.396 14.645 121.553 18.32 121.553 24.167 c
121.553 24.271 l
121.553 27.686 120.466 30.533 118.448 32.551 c
116.068 34.931 112.497 36.225 107.891 36.225 c
91.331 36.225 l
h
99.301 18.63 m
99.301 29.032 l
107.218 29.032 l
111.1 29.032 113.48 27.272 113.48 23.857 c
113.48 23.753 l
113.48 20.7 111.255 18.63 107.374 18.63 c
h
121.448 0 m
149.031 0 l
149.031 7.09 l
129.366 7.09 l
129.366 14.697 l
146.443 14.697 l
146.443 21.787 l
129.366 21.787 l
129.366 29.135 l
148.772 29.135 l
148.772 36.225 l
121.448 36.225 l
h
f
Q
q 1 0 0 1 128.88 759.2673 cm
0 0 m
7.97 0 l
7.97 28.877 l
18.992 28.877 l
18.992 36.225 l
-11.023 36.225 l
-11.023 28.877 l
0 28.877 l
h
32.861 -0.621 m
44.039 -0.621 52.164 7.814 52.164 18.113 c
52.164 18.216 l
52.164 28.514 44.143 36.846 32.965 36.846 c
21.787 36.846 13.662 28.411 13.662 18.113 c
13.662 18.009 l
13.662 7.711 21.683 -0.621 32.861 -0.621 c
32.965 6.728 m
26.548 6.728 21.994 11.903 21.994 18.113 c
21.994 18.216 l
21.994 24.426 26.444 29.498 32.861 29.498 c
39.278 29.498 43.832 24.323 43.832 18.113 c
43.832 18.009 l
43.832 11.799 39.382 6.728 32.965 6.728 c
f
Q
q 1 0 0 1 13.6063 791.7207 cm
0 0 m
18.416 0 l
26.593 0 31.975 3.312 31.975 9.936 c
31.975 10.04 l
31.975 14.904 29.387 17.336 25.196 18.941 c
27.783 20.39 29.957 22.667 29.957 26.755 c
29.957 26.858 l
29.957 29.342 29.129 31.361 27.473 33.017 c
25.403 35.087 22.142 36.225 18.002 36.225 c
0 36.225 l
h
8.946 21.58 m
8.946 29.239 l
16.812 29.239 l
20.176 29.239 22.039 27.893 22.039 25.513 c
22.039 25.409 l
22.039 22.718 19.814 21.58 16.294 21.58 c
h
8.946 6.986 m
8.946 14.956 l
18.158 14.956 l
22.246 14.956 24.057 13.455 24.057 11.023 c
24.057 10.919 l
24.057 8.228 21.935 6.986 18.416 6.986 c
h
28.581 0 m
36.706 0 l
40.018 8.125 l
55.336 8.125 l
58.648 0 l
66.98 0 l
51.455 36.484 l
44.106 36.484 l
h
42.864 15.163 m
47.677 26.91 l
52.49 15.163 l
h
79.408 -0.621 m
86.394 -0.621 90.534 1.863 94.26 5.848 c
89.188 10.971 l
86.342 8.384 83.806 6.728 79.666 6.728 c
73.456 6.728 69.161 11.903 69.161 18.113 c
69.161 18.216 l
69.161 24.426 73.56 29.498 79.666 29.498 c
83.289 29.498 86.135 27.945 88.93 25.409 c
94.001 31.257 l
90.637 34.569 86.549 36.846 79.718 36.846 c
68.592 36.846 60.829 28.411 60.829 18.113 c
60.829 18.009 l
60.829 7.607 68.747 -0.621 79.408 -0.621 c
94.356 0 m
102.326 0 l
102.326 11.075 l
106.518 15.422 l
117.747 0 l
127.321 0 l
111.9 20.855 l
126.649 36.225 l
117.023 36.225 l
102.326 20.39 l
102.326 36.225 l
94.356 36.225 l
h
f
Q
Q
BT
0 0 1 0 k
/T1_0 1 Tf
-0.09 Tc 0.09 Tw 33.6755 0 0 33.6758 125.7881 700.7485 Tm
(2021)Tj
0 0 0 0 k
0 Tc 0 Tw 9.16 0 0 9.1601 88.7285 781.0762 Tm
(A)Tj
-0.059 Tc 0.059 Tw 0.73 0 Td
(RT)Tj
0 Tc 0 Tw (E )Tj
-0.039 Tc 0.039 Tw -7.444 -0.868 Td
(CON)Tj
0 Tc 0 Tw (T)Tj
2.869 0 Td
(E)Tj
-0.04 Tc 0.04 Tw 0.631 0 Td
(MP)Tj
-0.039 Tc 0.039 Tw (OR)Tj
0 Tc 0 Tw (A)Tj
3.701 0 Td
(N)Tj
0.751 0 Td
(E)Tj
0.63 0 Td
(A )Tj
-8.523 -0.868 Td
(A)Tj
0.7 0 Td
( )Tj
0.206 0 Td
(V)Tj
0.687 0 Td
(I)Tj
-0.063 Tc 0.272 0 Td
(LLA BOR)Tj
0 Tc (G)Tj
4.902 0 Td
(H)Tj
0.697 0 Td
(E)Tj
0.606 0 Td
(S)Tj
0.577 0 Td
(E)Tj
0 0 1 0 k
-0.073 Tc 6.0557 0 0 6.0557 28.3213 781.0469 Tm
(12 | 05 > 25 | 07 | 2021)Tj
ET
endstream
endobj
130 0 obj
<>stream
8;Y8d99ST`%*Smb7A@<
anAri>P;P2Y'[e-B%F`Wm7MXG$8.rm%V1/UH11,!LRn8*(6+:DDM)4'"TBJ46+#.6lHsfTa-$B:"F:p_8gi
@k-'S])_%LNWiBbS62k>Mbc$ZUh5K%DRCI&UF@t%h-4Tj5Lsbk<1&NaR,$eGI?Idu
'n2`(B&,g5.qt8DWrQ>2!@6\f"%++o:D;FpZSARJb/Qh:6@?aRImpSbgu3>\B?HUg
m_1tYC!PVKlO]s1c\CGp?`4-ubULdQ55(h#Jl/IA<":8aJa@!pLl/mGi,>dHG_6Z=
A";nqitFZ\7q.;8,sKT/iC#GO9#n-rh%7WJ-h0>fE$[36`gdEa.c(bk:]6ZZI%&`"
S0Wm;8XrR6:GQ9RKHQmL6?&P8'n]K'qVk`;'@<1OHa3k#&BoEtX(Z1H"a-?8e2.%Q
pa"U-[+D#YT2N@tldLegM;M+qJ(2)QqF&K<:fmVg5#,\&;[#Z6'!YN#p8\)!WHZ7=
MB"#::F'EnQIoiLcqE%U$M"M*H'6=XM*CI2:F&+]#W33KrX#$?dl!aaKl;)`AL,bQ
h:0,b3o9.9W\*iA$0m_H.m)NjglIY8XC53$DN5B1ItgMbP##R5&-[";SLREpo\[%+Mb*h/3*hYhgrdHG,4O3(+E#WHV3XHrX3-pDjkcgY"LI;aLRV
WoT2h/)K4ul.qKs7-@;4&Bs/55%Ysl:TNfP35hL#i=*sm\p6`24PW=%*1m]a^4lTu
+#acKN`l?Uq*_5uUj=E)hcK12FBS(j3sBh2TB8;dV>p"UlP%B@e2n):1(WUFe:4(1
COO&.l^qY1%A.sL0D&$cbPMB"V64RcO&qb"mAkJ3n,Bg=?\d*8a7"3R^[%MXIJsZU
kPWKE~>
endstream
endobj
131 0 obj
[/Indexed/DeviceRGB 255 132 0 R]
endobj
132 0 obj
<>stream
8;X]O>EqN@%''O_@%e@?J;%+8(9e>X=MR6S?i^YgA3=].HDXF.R$lIL@"pJ+EP(%0
b]6ajmNZn*!='OQZeQ^Y*,=]?C.B+\Ulg9dhD*"iC[;*=3`oP1[!S^)?1)IZ4dup`
E1r!/,*0[*9.aFIR2&b-C#soRZ7Dl%MLY\.?d>Mn
6%Q2oYfNRF$$+ON<+]RUJmC0InDZ4OTs0S!saG>GGKUlQ*Q?45:CI&4J'_2j$XKrcYp0n+Xl_nU*O(
l[$6Nn+Z_Nq0]s7hs]`XX1nZ8&94a\~>
endstream
endobj
8 0 obj
<>
endobj
10 0 obj
<>
endobj
11 0 obj
<>
endobj
9 0 obj
<>
endobj
12 0 obj
<>
endobj
137 0 obj
<>
endobj
138 0 obj
<>stream
HW{T.,.XwE]o,߈yX4mlҴdm.DӤ&i45М*ߝ+='s;wwfVmD4:!zNm~BU:-n=rz#&