%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
DOMUS_PACIS_RES_ENG
2023-03-27T17:02:32+02:00
2023-03-27T17:02:32+02:00
2023-03-27T17:02:32+02:00
Adobe Illustrator 24.0 (Macintosh)
172
256
JPEG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==
uuid:91629d53-2d06-1841-9fea-c15a7a0b9f45
xmp.did:78eb41c4-92c7-4d80-9627-3ec298d0fc99
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:376194eb-8f59-3441-a46d-d77739b076aa
xmp.did:382938a8-c50d-4c89-830a-f67a66ff8b0d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:3e58da49-c21f-48a9-9b91-e63e7a4bd58b
2023-03-23T14:57:22+01:00
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:78eb41c4-92c7-4d80-9627-3ec298d0fc99
2023-03-27T17:02:30+02:00
Adobe Illustrator 24.0 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
209.999998
297.000005
Millimeters
Futura-Bold
Futura
Bold
TrueType
13.0d1e3
False
Futura.ttc
Weiss-Bold
Weiss-Bold
Regular
TrueType
False
Weiss-Bold.ttf
HelveticaNeue
Helvetica Neue
Regular
TrueType
13.0d2e2
False
HelveticaNeue.ttc
HelveticaNeue-Medium
Helvetica Neue
Medium
TrueType
7.0d27e1
False
HelveticaNeue.dfont
IBMPlexSerif-Medium
IBM Plex Serif
Medium
TrueType
Version 2.5
False
IBMPlexSerif-Medium.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
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
14 0 obj
<>stream
HWms8(
IQxεJg:MǍZWte{{_IΙ4E xouëN^g<4)0>yyv4DKa
IRk\4;