%PDF-1.6
%
1 0 obj
<>/OCGs[11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
bff_programma
2023-03-08T09:33:23+01:00
2023-03-08T09:33:23+01:00
2023-03-08T09:33:22+01:00
Adobe Illustrator 27.2 (Macintosh)
256
108
JPEG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uuid:c614ee1b-c22a-ca42-8911-516f83f29a7c
xmp.did:a49b5fd6-654e-46ff-8f67-5d6afedca818
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c1a5b6d9-c49e-cf4e-99d5-a80114b1a8ac
xmp.did:67a16c58-c0ad-437a-ae68-9a1248befc2a
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:6c84277a-3473-48ba-942d-d79ab34bdaa4
2023-02-09T12:58:26+01:00
Adobe Illustrator 27.2 (Macintosh)
/
saved
xmp.iid:a49b5fd6-654e-46ff-8f67-5d6afedca818
2023-03-08T09:33:18+01:00
Adobe Illustrator 27.2 (Macintosh)
/
EmbedByReference
/Volumes/HD GRAFICI 3/LAVORI GRAFICI/FAST TRACK BG Maggiolo/loghi/provincia bergamo/ProvBg_C_colore.jpg
0
0
EmbedByReference
/Users/roberta/Desktop/lavori/BFF/loghi/logo def consiglio.jpg
uuid:A49C5271CD5711DF956BBC497F823609
uuid:A49C5272CD5711DF956BBC497F823609
EmbedByReference
/Users/roberta/Desktop/lavori/BFF/loghi/ATSBergamo.png
0
0
EmbedByReference
/Volumes/HD GRAFICI 3/LAVORI GRAFICI/FAST TRACK BG Maggiolo/BFF/Logo Bergamo Brescia/BGBS2023_siamo-capitale_asset_orizzontale.jpeg
0
0
EmbedByReference
/Volumes/HD GRAFICI 3/LAVORI GRAFICI/FAST TRACK BG Maggiolo/loghi/provincia bergamo/ProvBg_C_colore.jpg
0
0
EmbedByReference
/Users/roberta/Desktop/lavori/BFF/loghi/logo def consiglio.jpg
uuid:A49C5271CD5711DF956BBC497F823609
uuid:A49C5272CD5711DF956BBC497F823609
EmbedByReference
/Users/roberta/Desktop/lavori/BFF/loghi/ATSBergamo.png
0
0
EmbedByReference
/Volumes/HD GRAFICI 3/LAVORI GRAFICI/FAST TRACK BG Maggiolo/loghi/provincia bergamo/ProvBg_C_colore.jpg
0
0
EmbedByReference
/Users/roberta/Desktop/lavori/BFF/loghi/logo def consiglio.jpg
uuid:A49C5271CD5711DF956BBC497F823609
uuid:A49C5272CD5711DF956BBC497F823609
EmbedByReference
/Users/roberta/Desktop/lavori/BFF/loghi/ATSBergamo.png
0
0
EmbedByReference
/Volumes/HD GRAFICI 3/LAVORI GRAFICI/FAST TRACK BG Maggiolo/loghi/provincia bergamo/ProvBg_C_colore.jpg
0
0
EmbedByReference
/Users/roberta/Desktop/lavori/BFF/loghi/ATSBergamo.png
0
0
EmbedByReference
/Volumes/HD GRAFICI 3/LAVORI GRAFICI/FAST TRACK BG Maggiolo/BFF/LOGO COLLEGIO DEI SINDACI.jpg
xmp.did:1770f825-2464-e445-bda1-fe91e56c4705
xmp.iid:1770f825-2464-e445-bda1-fe91e56c4705
EmbedByReference
/Volumes/HD GRAFICI 3/LAVORI GRAFICI/FAST TRACK BG Maggiolo/loghi/provincia bergamo/ProvBg_C_colore.jpg
0
0
EmbedByReference
/Users/roberta/Desktop/lavori/BFF/loghi/logo def consiglio.jpg
uuid:A49C5271CD5711DF956BBC497F823609
uuid:A49C5272CD5711DF956BBC497F823609
EmbedByReference
/Users/roberta/Desktop/lavori/BFF/loghi/ATSBergamo.png
0
0
Print
Adobe Illustrator
True
True
1
380.000000
1045.758086
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Regular.otf
Alphakind
Alphakind
Regular
TrueType
Version 1.000
False
Alphakind.ttf
DIN-Regular
DIN
Regular
Type 1
001.000
False
DINReg; FF DIN
DIN-RegularAlternate
DIN
RegularAlternate
Type 1
001.000
False
DINRegAlt; FF DIN Alternate
DIN-Medium
DIN
Medium
Type 1
001.000
False
DINMed; FF DIN
DIN-Bold
DIN
Bold
Type 1
001.000
False
DINBol; FF DIN
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=46 G=50 B=62
PROCESS
100.000000
CMYK
80.123597
68.300903
49.759668
55.931944
R=33 G=130 B=123
PROCESS
100.000000
CMYK
81.084913
26.996261
51.583123
11.053635
R=251 G=227 B=227
PROCESS
100.000000
CMYK
0.094606
15.130845
7.843137
0.000000
R=224 G=72 B=90 2
PROCESS
100.000000
CMYK
5.236896
83.303577
52.825207
0.503548
R=123 G=121 B=125
PROCESS
100.000000
CMYK
51.094830
42.124054
37.933928
21.765468
R=197 G=31 B=63
PROCESS
100.000000
CMYK
15.747310
97.180128
66.503394
5.554284
R=84 G=86 B=91
PROCESS
100.000000
CMYK
63.051802
51.497668
45.435262
38.968489
R=240 G=0 B=21
PROCESS
100.000000
CMYK
0.000000
97.512776
91.232163
0.000000
PANTONE 186 U
SPOT
100.000000
LAB
53.725498
54
23
R=29 G=78 B=162 copia
PROCESS
100.000000
CMYK
94.348055
71.300828
0.000000
0.000000
05 3
PROCESS
100.000000
CMYK
0.000000
87.969786
47.800410
0.000000
07 3
PROCESS
100.000000
CMYK
78.484774
67.946893
0.000000
0.000000
R=255 G=255 B=255 3
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=232 G=159 B=137 2
PROCESS
100.000000
CMYK
6.747539
45.801479
43.186083
0.399786
R=39 G=32 B=70 2
PROCESS
100.000000
CMYK
96.160829
95.501637
37.473103
43.939877
R=255 G=117 B=189
PROCESS
100.000000
CMYK
14.053558
65.313190
0.000000
0.000000
R=47 G=38 B=86 2
PROCESS
100.000000
CMYK
94.952315
94.924849
31.683832
29.184404
R=68 G=49 B=117
PROCESS
100.000000
CMYK
88.973826
92.590219
18.414587
6.845197
R=72 G=76 B=195 2
PROCESS
100.000000
CMYK
83.773553
72.802317
0.000000
0.000000
R=18 G=24 B=79 2
PROCESS
100.000000
CMYK
100.000000
94.671547
39.899290
36.581978
R=240 G=202 B=67 2
PROCESS
100.000000
CMYK
7.638666
19.104294
81.695276
0.381476
R=32 G=40 B=110 2
PROCESS
100.000000
CMYK
100.000000
93.270767
27.505910
11.148241
C=4 M=26 Y=87 K=0 2
PROCESS
100.000000
CMYK
3.906300
25.781301
86.718798
0.000000
07 2
PROCESS
100.000000
CMYK
78.484774
67.946893
0.000000
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
Gruppo colori 1
1
C=2 M=11 Y=91 K=0
CMYK
PROCESS
1.953125
10.546875
91.406250
0.000000
C=65 M=0 Y=0 K=0
CMYK
PROCESS
65.234375
0.000000
0.000000
0.000000
C=81 M=79 Y=0 K=0
CMYK
PROCESS
80.859375
79.296875
0.000000
0.000000
C=1 M=89 Y=0 K=0
CMYK
PROCESS
0.781250
89.062500
0.000000
0.000000
Adobe PDF library 17.00
endstream
endobj
3 0 obj
<>
endobj
18 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 56 0 R/TrimBox[0.0 0.0 1077.17 2964.35]/Type/Page/PieceInfo<>>>
endobj
19 0 obj
<>stream
HWndWܥ+(rq$@Ed!{2@?sFN0->y?~!l~a;}>Mz{*yAulcOcae8v{p