%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Locandina Giovani Domani_Definitiva
2019-09-04T15:16:23+02:00
2019-09-04T15:16:23+02:00
2019-09-04T15:16:23+02:00
Adobe Illustrator CC 2017 (Windows)
184
256
JPEG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uuid:a11caae0-0514-46d6-9a7c-daef3cbe23ae
xmp.did:4630f42d-63fa-8d49-b287-6bb82c2133e6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:970070f3-9522-4849-8f80-d355c1e3f965
xmp.did:970070f3-9522-4849-8f80-d355c1e3f965
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1ad94872-2dcd-8a4f-aff5-e7baae9b4825
2019-09-03T12:56:12+02:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:4630f42d-63fa-8d49-b287-6bb82c2133e6
2019-09-04T15:16:20+02:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
C:\Users\J.DeTommasi\Desktop\Sportelli Giovani Domani\Materiale\icona-aule_studio-1024x679.png
C:\Users\J.DeTommasi\Desktop\Sportelli Giovani Domani\Materiale\icona-aule_studio-1024x679.png
Print
False
True
1
297.000083
419.999583
Millimeters
Diner-Fatt
Diner-Fatt
Regular
TrueType
-------------- d:\aff09\DINER-FA.FF1 ----------
False
Diner-Obese
Diner-Obese
Regular
TrueType
-------------- d:\aff09\DINER-OB.FF1 ----------
False
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
RobotoSlab-Bold
Roboto Slab
Bold
TrueType
Version 1.100263; 2013; ttfautohint (v0.94.20-1c74) -l 8 -r 12 -G 200 -x 14 -w "" -W
False
Roboto-Bold
Roboto
Bold
TrueType
Version 2.000980; 2014
False
Roboto-Bold.ttf
Roboto-Regular
Roboto
Regular
TrueType
Version 2.001101; 2014
False
Roboto-Regular.ttf
RobotoSlab-Regular
Roboto Slab
Regular
TrueType
Version 1.100263; 2013; ttfautohint (v0.94.20-1c74) -l 8 -r 12 -G 200 -x 14 -w "" -W
False
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
PANTONE 485 CP
PROCESS
100.000000
CMYK
0.128176
93.505758
95.889217
0.152590
R=0 G=0 B=255
PROCESS
100.000000
CMYK
93.325698
74.596775
0.000000
0.000000
R=158 G=0 B=93
PROCESS
100.000000
CMYK
32.489508
100.000000
23.654535
16.726939
R=227 G=193 B=232
PROCESS
100.000000
CMYK
12.823682
30.304417
0.000000
0.000000
R=206 G=206 B=206
PROCESS
100.000000
CMYK
22.269017
16.424811
17.492943
0.711070
R=224 G=104 B=169
PROCESS
100.000000
CMYK
10.208286
71.129930
0.000000
0.000000
R=137 G=0 B=115
PROCESS
100.000000
CMYK
56.380558
100.000000
12.613107
4.373236
R=255 G=102 B=79
PROCESS
100.000000
CMYK
0.000000
71.563286
63.912410
0.000000
R=54 G=7 B=139
PROCESS
100.000000
CMYK
97.811854
100.000000
7.220569
2.178988
R=22 G=177 B=255
PROCESS
100.000000
CMYK
67.653924
16.858166
0.000000
0.000000
R=255 G=175 B=132
PROCESS
100.000000
CMYK
0.000000
40.372318
47.888914
0.000000
R=35 G=26 B=102
PROCESS
100.000000
CMYK
100.000000
98.950177
30.954450
15.756465
R=249 G=244 B=234
PROCESS
100.000000
CMYK
3.292897
4.138247
10.312047
0.000000
R=242 G=242 B=242
PROCESS
100.000000
CMYK
6.207370
4.257267
5.175860
0.000000
R=211 G=211 B=211
PROCESS
100.000000
CMYK
20.205995
14.624245
15.750362
0.476081
R=22 G=77 B=214
PROCESS
100.000000
CMYK
89.202714
69.347674
0.000000
0.000000
R=51 G=51 B=61
PROCESS
100.000000
CMYK
76.494998
67.394519
50.475317
57.302201
R=87 G=175 B=255
PROCESS
100.000000
CMYK
60.982680
22.421606
0.000000
0.000000
R=255 G=255 B=255
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=249 G=149 B=105
PROCESS
100.000000
CMYK
0.000000
52.004272
58.461887
0.000000
R=255 G=202 B=85
PROCESS
100.000000
CMYK
0.000000
23.398183
73.391312
0.000000
R=254 G=114 B=0
PROCESS
100.000000
CMYK
0.000000
65.160596
94.424349
0.000000
R=239 G=219 B=41
PROCESS
100.000000
CMYK
10.641641
6.915388
88.024718
0.042725
R=254 G=69 B=0
PROCESS
100.000000
CMYK
0.000000
81.826502
94.323641
0.000000
R=255 G=231 B=192
PROCESS
100.000000
CMYK
0.000000
10.888838
29.462117
0.000000
R=247 G=15 B=71
PROCESS
100.000000
CMYK
0.000000
95.019454
58.440524
0.000000
R=255 G=180 B=29
PROCESS
100.000000
CMYK
0.000000
34.412146
88.793772
0.000000
R=216 G=216 B=216
PROCESS
100.000000
CMYK
18.011749
12.695506
13.922331
0.219730
R=222 G=244 B=252
PROCESS
100.000000
CMYK
15.646601
0.000000
2.252232
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
Adobe PDF library 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 95 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
15 0 obj
<>stream
H|WYd;U
mgO $B +ЃK7<É_O__ҙ:jsẙz<O)q,3CnrTsH-#W9"V:[]3q}G:~;]XgnZgj}i\B#?%kYuNDFAZ]3q/,t-~QPr[s_:[)%#kA0+o5cy35|Ns-pib#ҹJ1g_R.p6UnbNnp[?S\^mAъ#gYxw6rO7V D1VXO
'VnH}<3偨3iZ>nV눫̋[θn$j$9! kƁT:,p3!) P1 {x1u)`ܩߚq}ʙE