%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
MTstagione2022-23_poster
2022-05-02T13:10:01+02:00
2022-05-02T13:10:01+02:00
2022-05-02T13:10:01+02:00
Adobe Illustrator 26.2 (Windows)
256
176
JPEG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:6edb5b3f-7989-424a-9bca-83864cce9c44
xmp.did:95140fc6-86ce-4341-97f1-9362494a6e19
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:384b95df-5679-4238-9442-38cb9e8fd02d
xmp.did:7330ec5f-4f35-4e8a-b808-e61eb052f369
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6bf7fbcc-bd5d-4c0f-a12b-9b92f78e4c74
2021-05-11T11:43:16+02:00
Adobe Illustrator 25.2 (Macintosh)
/
saved
xmp.iid:95140fc6-86ce-4341-97f1-9362494a6e19
2022-05-02T13:07:53+02:00
Adobe Illustrator 26.2 (Windows)
/
EmbedByReference
1A elisse trevalli 5X3+.psd
EmbedByReference
1A elisse trevalli 5X3+.psd
EmbedByReference
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\chi ha paura i Virginia Woolf foto di Brunella Giolivo (2).psd
adobe:docid:photoshop:372ea26c-767a-8e42-b3dd-a48ee9406ed6
xmp.iid:9432b477-8ab5-464d-8a77-840dbde1029c
EmbedByReference
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\chi ha paura i Virginia Woolf_bergamasco.psd
adobe:docid:photoshop:cea062a7-2442-b846-ac1c-fdfa28a594b7
xmp.iid:86944bd1-d5b3-924d-a06b-6e446c55e817
EmbedByReference
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\FND-Aterballetto - Don Juan - ph. Celeste Lombardi (6) Don Juan (Saul Daniele Ardillo) + Ines (Arianna Kob).psd
adobe:docid:photoshop:3652aa48-8658-1341-a10f-2c9fcc2b4e83
xmp.iid:0ffff8f8-7558-48e2-a42e-faa1d0daadca
EmbedByReference
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\Mine vaganti_ph. Romolo Eucalitto_da sx Francesco Pannofino_Iaia Forte_7479.psd
adobe:docid:photoshop:75355041-41a2-9d45-a472-435a22eb0ede
xmp.iid:c2c0b1c4-c936-224b-862d-6867cc15c698
EmbedByReference
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\DIPTYCH-©-Maarten-Vanden-Abeele-Peeping-Tom_22.psd
adobe:docid:photoshop:bdf6786b-0738-1f49-ba01-d3dc2141d4ab
xmp.iid:802e1cda-9637-4e4e-b09b-9def82d60e6b
EmbedByReference
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\FND-Aterballetto - Don Juan - ph. Celeste Lombardi (1) Don Juan (Saul Daniele Ardillo) + Elvira (Estelle Bovay).psd
adobe:docid:photoshop:4e112e24-faab-aa4a-b4d4-4914eec38dfd
xmp.iid:e8c10add-08ca-4f43-abd8-799993d5c661
EmbedByReference
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\neri marcore IMG_4336.psd
adobe:docid:photoshop:f1672959-913b-1c40-8453-d644624e13ff
xmp.iid:166301b5-de25-43c7-9dcb-0299d650bb3a
EmbedByReference
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\CD 2.0 © Tom Visser @tomvisserdesign - 4.psd
adobe:docid:photoshop:5ea8fb22-a2fd-e24f-b243-599353ffa56e
xmp.iid:738835ec-6e32-4f44-a1c3-10a1551e1882
EmbedByReference
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\7spose.psd
adobe:docid:photoshop:3938678d-4068-314b-a966-70fa358a8979
xmp.iid:3e99d852-8d38-d44d-8b5b-273a71372b30
EmbedByReference
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\eros-pagni_6.psd
xmp.did:4db3285b-83bc-4dcd-a9de-553667f3c1f8
xmp.iid:4db3285b-83bc-4dcd-a9de-553667f3c1f8
EmbedByReference
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\Villoresi Pamela 12.psd
adobe:docid:photoshop:774223f0-34d4-5b49-8d7f-bd9add65784e
xmp.iid:eb9e6808-4bb9-4bcd-8754-ff20cef00d14
EmbedByReference
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\Filippo_Dini_©Photo_Luigi_De_Palma_17.psd
adobe:docid:photoshop:bd270197-6de0-9749-85bd-30b0457706e1
xmp.iid:c53b4f27-5616-3042-b01d-0e785f30540d
EmbedByReference
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\7spose.psd
adobe:docid:photoshop:3938678d-4068-314b-a966-70fa358a8979
xmp.iid:3e99d852-8d38-d44d-8b5b-273a71372b30
EmbedByReference
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\chi ha paura i Virginia Woolf_marchioni.psd
adobe:docid:photoshop:075091cd-a83e-dd46-ba78-63d7b3bf5152
xmp.iid:5380581e-26e9-d348-800b-0414ac850482
EmbedByReference
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\DIPTYCH-©-Maarten-Vanden-Abeele-Peeping-Tom_22.psd
adobe:docid:photoshop:bdf6786b-0738-1f49-ba01-d3dc2141d4ab
xmp.iid:802e1cda-9637-4e4e-b09b-9def82d60e6b
EmbedByReference
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\moby dick.psd
adobe:docid:photoshop:36a2f317-4715-8f4b-93e0-60c00cfa379d
xmp.iid:83b4f3ce-af91-3446-8133-0c7a0429c267
EmbedByReference
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\PP_di_Branciaroli_credits_Andrea_Angelucci.psd
adobe:docid:photoshop:10f466a7-a811-614a-9b69-8f9fc9954c4d
xmp.iid:433cc5eb-2abe-4bba-aba7-d918a56c2f44
EmbedByReference
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\Knockout_11.psd
adobe:docid:photoshop:11ffce8c-b5bc-4142-937f-bf6f72dc4e19
xmp.iid:f801fed8-6602-8d4a-bd60-89a9fd0dfb77
EmbedByReference
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\FND-Aterballetto - Don Juan - ph. Celeste Lombardi (5) Don Ottavio (Adrien Delepine) + Donna Ana (Ivana Mastroviti).psd
adobe:docid:photoshop:655b525e-61c4-c54b-ab27-d31a8a85647a
xmp.iid:e8fc908a-ecf3-504e-b9cc-847df6e3706d
1A elisse trevalli 5X3+.psd
1A elisse trevalli 5X3+.psd
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\chi ha paura i Virginia Woolf foto di Brunella Giolivo (2).psd
adobe:docid:photoshop:372ea26c-767a-8e42-b3dd-a48ee9406ed6
xmp.iid:9432b477-8ab5-464d-8a77-840dbde1029c
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\chi ha paura i Virginia Woolf_bergamasco.psd
adobe:docid:photoshop:cea062a7-2442-b846-ac1c-fdfa28a594b7
xmp.iid:86944bd1-d5b3-924d-a06b-6e446c55e817
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\FND-Aterballetto - Don Juan - ph. Celeste Lombardi (6) Don Juan (Saul Daniele Ardillo) + Ines (Arianna Kob).psd
adobe:docid:photoshop:3652aa48-8658-1341-a10f-2c9fcc2b4e83
xmp.iid:0ffff8f8-7558-48e2-a42e-faa1d0daadca
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\Mine vaganti_ph. Romolo Eucalitto_da sx Francesco Pannofino_Iaia Forte_7479.psd
adobe:docid:photoshop:75355041-41a2-9d45-a472-435a22eb0ede
xmp.iid:c2c0b1c4-c936-224b-862d-6867cc15c698
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\DIPTYCH-©-Maarten-Vanden-Abeele-Peeping-Tom_22.psd
adobe:docid:photoshop:bdf6786b-0738-1f49-ba01-d3dc2141d4ab
xmp.iid:802e1cda-9637-4e4e-b09b-9def82d60e6b
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\FND-Aterballetto - Don Juan - ph. Celeste Lombardi (1) Don Juan (Saul Daniele Ardillo) + Elvira (Estelle Bovay).psd
adobe:docid:photoshop:4e112e24-faab-aa4a-b4d4-4914eec38dfd
xmp.iid:e8c10add-08ca-4f43-abd8-799993d5c661
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\neri marcore IMG_4336.psd
adobe:docid:photoshop:f1672959-913b-1c40-8453-d644624e13ff
xmp.iid:166301b5-de25-43c7-9dcb-0299d650bb3a
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\CD 2.0 © Tom Visser @tomvisserdesign - 4.psd
adobe:docid:photoshop:5ea8fb22-a2fd-e24f-b243-599353ffa56e
xmp.iid:738835ec-6e32-4f44-a1c3-10a1551e1882
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\7spose.psd
adobe:docid:photoshop:3938678d-4068-314b-a966-70fa358a8979
xmp.iid:3e99d852-8d38-d44d-8b5b-273a71372b30
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\eros-pagni_6.psd
xmp.did:4db3285b-83bc-4dcd-a9de-553667f3c1f8
xmp.iid:4db3285b-83bc-4dcd-a9de-553667f3c1f8
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\Villoresi Pamela 12.psd
adobe:docid:photoshop:774223f0-34d4-5b49-8d7f-bd9add65784e
xmp.iid:eb9e6808-4bb9-4bcd-8754-ff20cef00d14
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\Filippo_Dini_©Photo_Luigi_De_Palma_17.psd
adobe:docid:photoshop:bd270197-6de0-9749-85bd-30b0457706e1
xmp.iid:c53b4f27-5616-3042-b01d-0e785f30540d
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\chi ha paura i Virginia Woolf_marchioni.psd
adobe:docid:photoshop:075091cd-a83e-dd46-ba78-63d7b3bf5152
xmp.iid:5380581e-26e9-d348-800b-0414ac850482
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\moby dick.psd
adobe:docid:photoshop:36a2f317-4715-8f4b-93e0-60c00cfa379d
xmp.iid:83b4f3ce-af91-3446-8133-0c7a0429c267
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\PP_di_Branciaroli_credits_Andrea_Angelucci.psd
adobe:docid:photoshop:10f466a7-a811-614a-9b69-8f9fc9954c4d
xmp.iid:433cc5eb-2abe-4bba-aba7-d918a56c2f44
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\Knockout_11.psd
adobe:docid:photoshop:11ffce8c-b5bc-4142-937f-bf6f72dc4e19
xmp.iid:f801fed8-6602-8d4a-bd60-89a9fd0dfb77
\\192.168.100.13\SandBox\STAGIONE 22 23\_grafiche\scontorni\FND-Aterballetto - Don Juan - ph. Celeste Lombardi (5) Don Ottavio (Adrien Delepine) + Donna Ana (Ivana Mastroviti).psd
adobe:docid:photoshop:655b525e-61c4-c54b-ab27-d31a8a85647a
xmp.iid:e8fc908a-ecf3-504e-b9cc-847df6e3706d
Print
Adobe Illustrator
False
True
1
700.000000
1000.000000
Millimeters
AcuminVariableConcept
Acumin Variable Concept
Default
Open Type
Version 1.020;hotconv 1.0.108;makeotfexe 2.5.65593
False
Acumin Variable Concept.ttf
Oswald-Light
Oswald
Light
TrueType
Version ; ttfautohint (v0.92.18-e454-dirty) -l 8 -r 50 -G 200 -x 0 -w "g"
False
Oswald-Light.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
Roboto-Medium
Roboto
Medium
TrueType
Version 2.137; 2017
False
Roboto-Medium.ttf
Roboto-Bold
Roboto
Bold
TrueType
Version 2.137; 2017
False
Roboto-Bold.ttf
Roboto-Black
Roboto
Black
Open Type
Version 1.00000; 2011
False
Roboto-Black.ttf
RobotoCondensed-Bold
Roboto Condensed
Bold
TrueType
Version 2.137; 2017
False
RobotoCondensed-Bold.ttf
Roboto-Regular
Roboto
Regular
TrueType
Version 2.137; 2017
False
Roboto-Regular.ttf
Roboto-Light
Roboto
Light
TrueType
Version 2.137; 2017
False
Roboto-Light.ttf
Oswald-Regular
Oswald
Regular
TrueType
Version 2.002; ttfautohint (v0.92.18-e454-dirty) -l 8 -r 50 -G 200 -x 0 -w "g"
False
Oswald-Regular.ttf
Oswald-Bold
Oswald
Bold
TrueType
Version 2.002; ttfautohint (v0.92.18-e454-dirty) -l 8 -r 50 -G 200 -x 0 -w "g"
False
Oswald-Bold.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
CMYK carta patinata
PROCESS
100.000000
CMYK
98.770118
83.443958
7.498283
0.210575
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 16.04
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 1984.25 2834.65]/Type/Page>>
endobj
6 0 obj
<>stream
HėK,9+rI/*a{;`h Z3H] = gfeU5WBrljOۿya˧%,auo?]>%Yke5Ġ.߽f͍s^5\ǘ|>浶ѹ5˟~raT_/ty>'5/{>lI%KN/,IbI