%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ReStartAlp bando locandina A3 2018
2018-02-19T09:28:08+01:00
2018-02-19T09:28:08+01:00
2018-02-19T09:28:08+01:00
Adobe Illustrator CS6 (Macintosh)
256
216
JPEG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uuid:6e85d14c-a753-a048-853a-90a0c8173d6d
xmp.did:01801174072068118C14886CA3339256
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:308ab511-2ab9-9e41-bb63-1985b5bc255d
xmp.did:F97F1174072068118C14A741990F1169
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F87F1174072068118083DE5D26150F40
2014-12-11T11:44:38+01:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:01801174072068118C14886CA3339256
2018-02-19T09:28:07+01:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
True
1
148.500152
209.999929
Millimeters
Myriad-Roman
Myriad
Roman
Type 1
001.000
False
MyriaRom; Myriad
Myriad-Bold
Myriad
Bold
Type 1
001.000
False
MyriaBol; Myriad
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
FloodStd
Flood Std
Regular
Open Type
Version 2.040;PS 002.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
FloodStd.otf
HelveticaNeueLTStd-HvCn
Helvetica Neue LT Std
87 Heavy Condensed
Open Type
Version 2.035;PS 002.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
HelveticaNeueLTStd-HvCn.otf
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
C=70 M=63 Y=56 K=48
PROCESS
100.000000
CMYK
69.921898
62.890602
56.250000
48.046898
C=79 M=38 Y=64 K=20
PROCESS
100.000000
CMYK
78.906296
37.890602
64.062500
19.531301
C=31 M=23 Y=21 K=0
PROCESS
100.000000
CMYK
31.250000
23.437500
20.703100
0.000000
C=41 M=32 Y=29 K=0
PROCESS
100.000000
CMYK
41.015602
31.640602
28.515602
0.000000
C=38 M=0 Y=8 K=0
PROCESS
100.000000
CMYK
38.281300
0.000000
7.812500
0.000000
R=51 G=109 B=89
PROCESS
100.000000
CMYK
79.186699
37.952198
64.187096
19.772600
C=86 M=85 Y=79 K=100
PROCESS
100.000000
CMYK
85.546997
84.765999
78.515999
100.000000
C=28 M=0 Y=6 K=0
PROCESS
100.000000
CMYK
28.024101
0.000000
5.719200
0.000000
Rosso FEG chiaro
PROCESS
100.000000
CMYK
0.000000
84.579201
44.818802
0.003100
Rosso FEG scuro 3
PROCESS
100.000000
CMYK
14.999999
90.000000
60.000004
0.000000
Nero FEG 3
PROCESS
100.000000
CMYK
20.000000
0.000000
0.000000
90.000000
C=70 M=28 Y=20 K=0
PROCESS
100.000000
CMYK
69.921898
28.125000
19.531301
0.000000
C=80 M=48 Y=15 K=0
PROCESS
100.000000
CMYK
80.468796
47.656300
14.843801
0.390600
C=31 M=24 Y=21 K=0
PROCESS
100.000000
CMYK
31.250000
23.828100
20.703100
0.000000
C=25 M=100 Y=15 K=55
PROCESS
100.000000
CMYK
25.000000
100.000000
14.999999
55.000000
C=0 M=15 Y=0 K=75
PROCESS
100.000000
CMYK
0.000000
14.999999
0.000000
75.000000
R=244 G=227 B=11
PROCESS
100.000000
CMYK
9.182900
1.919600
90.942200
0.000000
K=6
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
6.275900
R=94 G=107 B=33
PROCESS
100.000000
CMYK
63.701801
40.204502
100.000000
24.710501
R=29 G=29 B=27
PROCESS
100.000000
CMYK
75.075897
69.423996
68.963097
79.748199
R=7 G=7 B=7
PROCESS
100.000000
CMYK
82.723701
80.395195
74.984398
95.171997
R=163 G=127 B=93
PROCESS
100.000000
CMYK
37.219799
48.654900
62.465900
9.350700
R=189 G=70 B=72
PROCESS
100.000000
CMYK
21.072701
82.729797
64.605202
6.674300
R=34 G=68 B=88
PROCESS
100.000000
CMYK
86.803993
64.644798
42.667301
32.962502
R=189 G=112 B=106
PROCESS
100.000000
CMYK
25.992199
63.140297
50.008400
3.250200
R=42 G=127 B=147
PROCESS
100.000000
CMYK
80.569199
37.674500
33.078499
3.537000
R=166 G=166 B=166
PROCESS
100.000000
CMYK
41.263397
32.242302
30.109098
0.000000
R=2 G=79 B=105
PROCESS
100.000000
CMYK
91.372505
61.266499
37.631802
22.427700
R=5 G=131 B=170
PROCESS
100.000000
CMYK
82.558899
37.015301
19.171400
0.033600
R=76 G=148 B=130
PROCESS
100.000000
CMYK
72.246895
23.660601
51.345097
1.681500
R=40 G=148 B=186
PROCESS
100.000000
CMYK
76.537697
26.364500
14.828700
0.000000
R=0 G=120 B=162
PROCESS
100.000000
CMYK
85.131599
44.055798
19.314899
0.894200
R=17 G=135 B=175
PROCESS
100.000000
CMYK
81.206993
34.644100
17.236599
0.000000
R=236 G=92 B=104
PROCESS
100.000000
CMYK
0.000000
76.293602
44.864601
0.000000
R=130 G=72 B=181
PROCESS
100.000000
CMYK
64.452599
78.860100
0.000000
0.000000
R=101 G=45 B=143
PROCESS
100.000000
CMYK
74.022995
93.093803
0.000000
0.000000
R=172 G=130 B=217
PROCESS
100.000000
CMYK
41.818897
54.412102
0.000000
0.000000
R=164 G=165 B=167
PROCESS
100.000000
CMYK
41.980598
32.605499
29.214901
0.000000
R=164 G=166 B=169
PROCESS
100.000000
CMYK
41.937901
32.114101
28.232199
0.000000
R=104 G=187 B=216
PROCESS
100.000000
CMYK
59.423203
7.601999
9.204200
0.000000
R=239 G=239 B=240
PROCESS
100.000000
CMYK
7.663100
5.508500
4.391500
0.000000
R=37 G=34 B=56
PROCESS
100.000000
CMYK
84.585297
84.127602
44.013100
57.985802
R=152 G=235 B=237
PROCESS
100.000000
CMYK
41.031502
0.000000
12.298800
0.000000
R=118 G=191 B=193
PROCESS
100.000000
CMYK
56.349998
4.748600
24.917999
0.000000
R=49 G=47 B=73
PROCESS
100.000000
CMYK
82.091995
79.626099
40.900299
43.192200
R=64 G=64 B=65
PROCESS
100.000000
CMYK
69.997696
61.760902
56.578899
46.411800
R=131 G=78 B=32
PROCESS
100.000000
CMYK
36.972599
65.645805
95.312401
33.188400
R=193 G=151 B=107
PROCESS
100.000000
CMYK
27.673800
42.407902
59.838303
1.925700
R=38 G=167 B=222
PROCESS
100.000000
CMYK
72.021095
16.165400
0.000000
0.000000
R=233 G=239 B=232
PROCESS
100.000000
CMYK
11.249000
3.231900
10.180799
0.000000
R=206 G=208 B=209
PROCESS
100.000000
CMYK
23.059399
15.939599
15.191899
0.000000
R=59 G=137 B=157
PROCESS
100.000000
CMYK
76.134903
33.227997
30.038898
1.211600
R=245 G=236 B=227
PROCESS
100.000000
CMYK
4.605200
7.962200
11.239799
0.000000
R=234 G=34 B=36
PROCESS
100.000000
CMYK
0.000000
93.551498
89.928993
0.085500
R=178 G=138 B=105
PROCESS
100.000000
CMYK
32.931999
46.457600
58.077400
4.803500
R=46 G=50 B=48
PROCESS
100.000000
CMYK
73.662903
62.987698
62.581802
60.616501
R=81 G=81 B=82
PROCESS
100.000000
CMYK
66.631599
57.885098
52.874001
33.655300
R=165 G=217 B=230
PROCESS
100.000000
CMYK
39.462898
0.228900
8.642700
0.000000
66/58/52/33
PROCESS
100.000000
CMYK
66.000000
58.000000
52.000000
33.000000
85
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
85.000000
verde chiaro
PROCESS
100.000000
CMYK
25.000000
0.000000
30.000002
0.000000
giallo chiaro
PROCESS
100.000000
CMYK
0.000000
0.000000
40.000000
0.000000
C=72 M=59 Y=18 K=2
PROCESS
100.000000
CMYK
71.734200
58.821999
18.460400
2.011100
C=33 M=0 Y=86 K=0
PROCESS
100.000000
CMYK
32.812500
0.000000
85.937500
0.000000
C=76 M=7 Y=40 K=0
PROCESS
100.000000
CMYK
76.171898
7.421900
40.234398
0.000000
C=0 M=53 Y=88 K=0
PROCESS
100.000000
CMYK
0.000000
52.734398
87.890602
0.000000
C=0 M=25 Y=92 K=0
PROCESS
100.000000
CMYK
0.000000
25.000000
92.187500
0.000000
Adobe PDF library 10.01
3381312537
2.102
Myriad Pro
0
0
Adobe Systems
OpenType - PS
3381312537
MyriadPro-Bold
2696845223
2.037
Myriad Pro
0
0
Adobe Systems
OpenType - PS
2696845223
MyriadPro-Regular
1522791088
001.000
Myriad
32796
428826
Adobe Systems
PostScript
1522791088
Myriad-Bold
810605460
2.040
Flood Std
0
0
Adobe Systems
OpenType - PS
810605460
FloodStd
2245842652
001.000
Myriad
31315
418590
Adobe Systems
PostScript
2245842652
Myriad-Roman
2600072350
2.035
Helvetica Neue LT Std
0
0
Adobe Systems
OpenType - PS
2600072350
HelveticaNeueLTStd-HvCn
Myriad
001.000
31244
446714
Adobe Systems
PostScript
2863705896
Myriad-Italic
2863705896
Helvetica Neue LT Std
2.035
0
0
Adobe Systems
OpenType - PS
3261192849
HelveticaNeueLTStd-Cn
3261192849
Helvetica Neue LT Std
2.035
0
0
Adobe Systems
OpenType - PS
3357634683
HelveticaNeueLTStd-BdCn
3357634683
Helvetica Neue LT Std
2.035
0
0
Adobe Systems
OpenType - PS
2428255128
HelveticaNeueLTStd-BlkCn
2428255128
Helvetica Neue LT Std
2.035
0
0
Adobe Systems
OpenType - PS
4073973744
HelveticaNeueLTStd-BdCnO
4073973744
Helvetica Neue
6.1
0
63794
Linotype AG
TrueType
523727645
HelveticaNeue-CondensedBold
523727645
Times New Roman
5.05
0
0
Monotype Typography
OpenType - TT
2283358151
TimesNewRomanPS-BoldMT
2283358151
Euphemia UCAS
6.1
0
0
Tiro Typeworks
TrueType
2065709662
EuphemiaUCAS-Italic
2065709662
Myriad
001.000
32527
440475
Adobe Systems
PostScript
2450891181
Myriad-BoldItalic
2450891181
Open Sans Condensed
1.11
0
0
--
OpenType - TT
620781539
OpenSans-CondensedBold
620781539
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 35 0 R/TrimBox[0.0 0.0 841.889 1190.55]/Type/Page>>
endobj
14 0 obj
<>stream
HW[o}_ ;DV
%jfnYi=/3h%GEP$ps>>{sƞ:gl˂3!k1xr|r]]cֳ9qOW8,~w+|o4G9+OV"galtL(>pjVWY/x|cx|n{]nۭ[v/Ue[_vݎn]o?Y\Cw!!'EYNX`lu'C9j}쾩,Th&n@EZ;ZL#Mw/wzQ4Әk/-:P.G9Yպwt7NF<"$C_7L5iO$R?e_w77x/mQJ٫Ѽ|uWm%j0U;n7۴
DtwͰҼ6H&qDVuK)4N 9Ңj]Lq)eQVG#{뗒SQN5