%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
SAM_ Brochure_eng
2020-11-11T12:52:10+01:00
2020-11-11T12:52:10+01:00
2020-11-11T12:52:10+02:00
Adobe Illustrator 25.0 (Windows)
196
256
JPEG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=
uuid:55599d56-a2ee-4dd8-bae2-cae2f1a15adb
xmp.did:9c712fcb-beda-8d41-abe8-aaf5e74db50b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5f4639e6-6fa3-4d30-a658-0f28371ccf71
xmp.did:3174fdc1-93dc-df43-9f47-97b40e1e5924
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:a47d3dcd-f47d-4445-8132-bf53f4f25e90
2020-05-11T13:14:36+02:00
Adobe Illustrator 24.1 (Windows)
/
saved
xmp.iid:9c712fcb-beda-8d41-abe8-aaf5e74db50b
2020-11-11T12:50:47+01:00
Adobe Illustrator 25.0 (Windows)
/
EmbedByReference
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\AI\Atlantica_logo_2BIANCO.eps
xmp.did:8afa7879-21af-3e4d-9a51-6060dedbb746
xmp.iid:8afa7879-21af-3e4d-9a51-6060dedbb746
EmbedByReference
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\AI\LogoSAM_vector.ai
xmp.did:6c1ccfd6-d755-5f4b-8e72-0a83fbd2d68a
uuid:332a5837-ff77-4cb4-b4ec-d227819302a3
EmbedByReference
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\AI\LogoSAM_vector.ai
xmp.did:6c1ccfd6-d755-5f4b-8e72-0a83fbd2d68a
uuid:332a5837-ff77-4cb4-b4ec-d227819302a3
EmbedByReference
C:\Users\valerio.granato\AppData\Local\Temp\Rar$DIa26388.13486\199834-OYMOLA-787.jpg
EmbedByReference
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\GRAFICHE\BROCHURE atlantica\SAM\vettoriale\pexels-pixabay-60504.jpg
0
0
EmbedByReference
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\AI\LogoSAM_vector.ai
xmp.did:6c1ccfd6-d755-5f4b-8e72-0a83fbd2d68a
uuid:332a5837-ff77-4cb4-b4ec-d227819302a3
EmbedByReference
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\AI\Atlantica_logo_2BIANCO.eps
xmp.did:8afa7879-21af-3e4d-9a51-6060dedbb746
xmp.iid:8afa7879-21af-3e4d-9a51-6060dedbb746
EmbedByReference
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\JPEG\Atlantica_logo_-02.png
0
0
EmbedByReference
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\AI\LogoSAM_vector.ai
xmp.did:6c1ccfd6-d755-5f4b-8e72-0a83fbd2d68a
uuid:332a5837-ff77-4cb4-b4ec-d227819302a3
EmbedByReference
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\AI\LogoSAM_vector.ai
xmp.did:6c1ccfd6-d755-5f4b-8e72-0a83fbd2d68a
uuid:332a5837-ff77-4cb4-b4ec-d227819302a3
EmbedByReference
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\AI\LogoSAM_vector.ai
xmp.did:6c1ccfd6-d755-5f4b-8e72-0a83fbd2d68a
uuid:332a5837-ff77-4cb4-b4ec-d227819302a3
EmbedByReference
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\AI\Atlantica_logo_2BIANCO.eps
xmp.did:8afa7879-21af-3e4d-9a51-6060dedbb746
xmp.iid:8afa7879-21af-3e4d-9a51-6060dedbb746
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\AI\Atlantica_logo_2BIANCO.eps
xmp.did:8afa7879-21af-3e4d-9a51-6060dedbb746
xmp.iid:8afa7879-21af-3e4d-9a51-6060dedbb746
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\AI\LogoSAM_vector.ai
xmp.did:6c1ccfd6-d755-5f4b-8e72-0a83fbd2d68a
uuid:332a5837-ff77-4cb4-b4ec-d227819302a3
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\AI\LogoSAM_vector.ai
xmp.did:6c1ccfd6-d755-5f4b-8e72-0a83fbd2d68a
uuid:332a5837-ff77-4cb4-b4ec-d227819302a3
C:\Users\valerio.granato\AppData\Local\Temp\Rar$DIa26388.13486\199834-OYMOLA-787.jpg
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\GRAFICHE\BROCHURE atlantica\SAM\vettoriale\pexels-pixabay-60504.jpg
0
0
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\AI\LogoSAM_vector.ai
xmp.did:6c1ccfd6-d755-5f4b-8e72-0a83fbd2d68a
uuid:332a5837-ff77-4cb4-b4ec-d227819302a3
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\AI\Atlantica_logo_2BIANCO.eps
xmp.did:8afa7879-21af-3e4d-9a51-6060dedbb746
xmp.iid:8afa7879-21af-3e4d-9a51-6060dedbb746
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\JPEG\Atlantica_logo_-02.png
0
0
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\AI\LogoSAM_vector.ai
xmp.did:6c1ccfd6-d755-5f4b-8e72-0a83fbd2d68a
uuid:332a5837-ff77-4cb4-b4ec-d227819302a3
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\AI\LogoSAM_vector.ai
xmp.did:6c1ccfd6-d755-5f4b-8e72-0a83fbd2d68a
uuid:332a5837-ff77-4cb4-b4ec-d227819302a3
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\AI\LogoSAM_vector.ai
xmp.did:6c1ccfd6-d755-5f4b-8e72-0a83fbd2d68a
uuid:332a5837-ff77-4cb4-b4ec-d227819302a3
\\atlas1\AMMINISTRAZIONE_E_CONTROLLO\SERVIZI GENERALI\COMUNICAZIONE\LOGHI\AI\Atlantica_logo_2BIANCO.eps
xmp.did:8afa7879-21af-3e4d-9a51-6060dedbb746
xmp.iid:8afa7879-21af-3e4d-9a51-6060dedbb746
Print
Adobe Illustrator
Adobe PDF library 15.00
1
True
False
210.000000
297.000000
Millimeters
BodoniMT-Bold
Bodoni MT
Bold
Open Type
Version 2.10
False
BOD_B.TTF
BodoniMT
Bodoni MT
Regular
Open Type
Version 2.10
False
BOD_R.TTF
NotoSans-SemiBold
Noto Sans
SemiBold
Open Type
Version 2.000;GOOG;noto-source:20170915:90ef993387c0
False
40413
NotoSans-Regular
Noto Sans
Regular
Open Type
Version 2.000;GOOG;noto-source:20170915:90ef993387c0
False
40409
NotoSans-Bold
Noto Sans
Bold
Open Type
Version 2.000;GOOG;noto-source:20170915:90ef993387c0
False
40415
Cyan
Magenta
Yellow
Black
PANTONE Reflex Blue C
PANTONE 300 C
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 300 C
SPOT
100.000000
LAB
35.686275
-10
-62
PANTONE Reflex Blue C
SPOT
100.000000
LAB
14.901960
32
-67
R=0 G=254 B=255
PROCESS
100.000000
CMYK
57.170975
0.000000
15.063706
0.000000
R=84 G=206 B=255
PROCESS
100.000000
CMYK
58.489352
0.000000
0.000000
0.000000
R=176 G=232 B=255
PROCESS
100.000000
CMYK
33.307391
0.000000
0.891127
0.000000
R=114 G=87 B=250
PROCESS
100.000000
CMYK
76.885629
70.409703
0.000000
0.000000
R=86 G=66 B=189
PROCESS
100.000000
CMYK
82.098114
77.419698
0.000000
0.000000
R=62 G=48 B=138
PROCESS
100.000000
CMYK
92.953378
92.373538
0.534066
0.112917
R=142 G=151 B=255
PROCESS
100.000000
CMYK
52.632940
41.882962
0.000000
0.000000
R=0 G=33 B=56
PROCESS
100.000000
CMYK
100.000000
81.948572
48.496222
58.678567
R=156 G=144 B=141
PROCESS
100.000000
CMYK
37.628746
36.563668
35.602349
15.170519
R=209 G=194 B=189
PROCESS
100.000000
CMYK
19.732967
23.212023
22.754253
2.194247
R=0 G=81 B=137
PROCESS
100.000000
CMYK
97.534138
67.190051
19.812313
4.867628
R=255 G=255 B=255
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=0 G=0 B=0
PROCESS
100.000000
CMYK
91.171128
78.686196
61.953151
97.448689
R=39 G=222 B=191
PROCESS
100.000000
CMYK
62.740517
0.000000
38.004118
0.000000
R=224 G=224 B=224
PROCESS
100.000000
CMYK
14.654765
10.296787
11.459525
0.000000
R=55 G=71 B=79
PROCESS
100.000000
CMYK
76.400393
55.382615
48.044553
46.179903
R=69 G=90 B=100
PROCESS
100.000000
CMYK
72.283512
49.234760
43.121994
33.759058
R=38 G=50 B=56
PROCESS
100.000000
CMYK
81.414509
61.953151
53.377581
61.443502
R=245 G=245 B=245
PROCESS
100.000000
CMYK
4.858473
3.561455
4.049744
0.000000
R=0 G=68 B=174
PROCESS
100.000000
CMYK
96.124208
74.334323
0.000000
0.000000
R=20 G=65 B=136
PROCESS
100.000000
CMYK
100.000000
79.638356
14.666972
1.840238
R=16 G=36 B=101
PROCESS
100.000000
CMYK
100.000000
90.884256
34.354159
20.569161
R=26 G=124 B=222
PROCESS
100.000000
CMYK
80.404359
48.688486
0.000000
0.000000
R=137 G=218 B=244
PROCESS
100.000000
CMYK
47.232774
0.000000
5.380331
0.000000
R=0 G=141 B=215
PROCESS
100.000000
CMYK
78.927290
33.533224
0.000000
0.000000
R=165 G=255 B=255
PROCESS
100.000000
CMYK
34.717324
0.000000
9.619287
0.000000
R=253 G=247 B=251
PROCESS
100.000000
CMYK
0.433356
4.159609
0.000000
0.000000
R=0 G=237 B=249
PROCESS
100.000000
CMYK
58.858621
0.000000
13.446249
0.000000
R=255 G=198 B=160
PROCESS
100.000000
CMYK
0.000000
29.315633
38.712138
0.000000
R=16 G=52 B=80
PROCESS
100.000000
CMYK
99.118024
74.642557
41.626611
39.694819
R=252 G=254 B=251
PROCESS
100.000000
CMYK
1.364157
0.000000
2.011139
0.000000
R=1 G=28 B=99
PROCESS
100.000000
CMYK
100.000000
90.801859
35.150680
27.164111
R=26 G=155 B=219
PROCESS
100.000000
CMYK
75.414664
23.804073
0.000000
0.000000
R=255 G=32 B=206
PROCESS
100.000000
CMYK
25.647363
80.880445
0.000000
0.000000
R=255 G=101 B=235
PROCESS
100.000000
CMYK
23.901731
64.467841
0.000000
0.000000
R=147 G=255 B=253
PROCESS
100.000000
CMYK
39.353016
0.000000
11.682307
0.000000
R=0 G=242 B=255
PROCESS
100.000000
CMYK
57.988858
0.000000
12.057678
0.000000
R=22 G=93 B=164
PROCESS
100.000000
CMYK
91.235214
61.828029
4.568551
0.000000
R=205 G=239 B=251
PROCESS
100.000000
CMYK
22.784771
0.000000
2.932784
0.000000
R=22 G=42 B=86
PROCESS
100.000000
CMYK
100.000000
87.597466
37.595177
31.372547
R=0 G=145 B=222
PROCESS
100.000000
CMYK
77.828640
32.303348
0.000000
0.000000
R=0 G=160 B=232
PROCESS
100.000000
CMYK
73.922330
22.409399
0.000000
0.000000
R=26 G=108 B=190
PROCESS
100.000000
CMYK
85.418475
53.521019
0.000000
0.000000
R=180 G=255 B=255
PROCESS
100.000000
CMYK
30.502784
0.000000
8.719005
0.000000
R=184 G=255 B=255
PROCESS
100.000000
CMYK
29.221025
0.000000
8.407721
0.000000
R=0 G=21 B=79
PROCESS
100.000000
CMYK
100.000000
91.464102
39.758906
41.721216
R=25 G=49 B=100
PROCESS
100.000000
CMYK
100.000000
86.129546
32.425421
19.986266
R=2 G=118 B=206
PROCESS
100.000000
CMYK
83.825433
49.042496
0.000000
0.000000
R=0 G=106 B=198
PROCESS
100.000000
CMYK
86.779583
55.434495
0.000000
0.000000
R=0 G=108 B=199
PROCESS
100.000000
CMYK
86.150908
54.189360
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[5.66928 5.66928 600.945 847.559]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[5.66928 5.66928 600.945 847.559]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Shading<>/XObject<>>>/TrimBox[5.66928 5.66928 600.945 847.559]/Type/Page>>
endobj
8 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[5.66928 5.66928 600.945 847.559]/Type/Page>>
endobj
172 0 obj
<>stream
HWr}W#Q,~q$QQ)Tb*$b\( J3,HfElt9}O#rpYEh'}]{Z{=
zN2jz3Na-G5
J_{3/JIMף\ߨ1NGu1ϷfP_~p]}75\ۇ~1ۨo
OL}Xƥm;