%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
MED2017_NOTA STAMPA
2017-11-29T19:48:38+01:00
2017-11-29T19:48:38+01:00
2017-11-29T19:48:38+01:00
Adobe Illustrator CS6 (Macintosh)
256
168
JPEG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uuid:15576ddd-c5fa-764f-84cd-a81ec83eeecd
xmp.did:124669E94C206811822AA08DB4FEFFDB
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:3cd38576-36d0-e84d-b2eb-5a563124c772
xmp.did:0F4669E94C206811822AA08DB4FEFFDB
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0F4669E94C206811822AA08DB4FEFFDB
2017-11-29T19:06:21+01:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:124669E94C206811822AA08DB4FEFFDB
2017-11-29T19:48:33+01:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
False
1
21.000165
29.699996
Centimeters
Novecentosanswide-Medium
Novecento sans wide
Medium
Open Type
Version 3.001;PS 003.001;hotconv 1.0.70;makeotf.lib2.5.58329
False
Novecentosanswide-Medium.otf
Novecentosanswide-Bold
Novecento sans wide
Bold
Open Type
Version 3.001;PS 003.001;hotconv 1.0.70;makeotf.lib2.5.58329
False
Novecentosanswide-Bold.otf
OpenSans
Open Sans
Regular
Open Type
Version 1.10
False
OpenSans-Regular.ttf
OpenSans-Bold
Open Sans
Bold
Open Type
Version 1.10
False
OpenSans-Bold.ttf
Black
PANTONE 647 C
PANTONE 640 C
PANTONE Warm Gray 9 C
PANTONE 202 C
PANTONE 432 U
PANTONE 314 U
PANTONE 416 C
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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 432 U
SPOT
100.000000
LAB
45.490200
-1
-4
PANTONE 202 C
SPOT
100.000000
LAB
32.156898
44
18
PANTONE 416 C
SPOT
100.000000
LAB
52.941200
-2
6
PANTONE Warm Gray 9 C
SPOT
100.000000
LAB
51.372498
4
6
PANTONE 647 C
SPOT
100.000000
LAB
38.823498
-6
-34
PANTONE 640 C
SPOT
100.000000
LAB
46.666698
-36
-46
PANTONE 314 U
SPOT
100.000000
LAB
46.274498
-26
-27
Grays
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brights
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
False
PDF/X-3:2002
PDF/X-3:2002
PDF/X-3:2002
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
22 0 obj
<>stream
HФWkoуЖ§ю_СJБжzkP;qъФЙЖв6ЙИ`bУЎ-e%;њы;ЄHЂlpЛлCА|ЬЯ9ѓuр иЧv l7FCёXхЃbpСіУшЫруљвAыz№1Ыиьѓ уц#FУаQрЖу$ЪЖkQnѓШsаuљoЊЙВпй|мЬwааЕ}
Ќ%Eфы5Ek
sVї^р#1AlиnшУйj`Св
XКЛjhћI$ЁэђjKjђ@vЅБ хЂ}ьYФBmЪђъOђ§EЮWтРB№л.пhoЅБЦТ;kRVћ-[0GWљ
й-ѓ*RфЄ8PXшMЙочѕбВЫСЧћ_БмнБу8И<Ч иРхТхџАЙ|ПуG'7/|1бsфЫЦтЭр>nWэЎ ќДY
M`]пёт3m6ГљxТ-W6КГЦ5јLсd fнQY>чib;-р[СШ&gcФХЕ6{зuЇЫ)КЗІѕюіpЯGАПWhНЁhЙЇШкЏ(ZёїнКЃё`:Т@[wћ#Эјеy'
+GщЄ<)F*иА+mrВvA{0ЅЋМибpOЗ]5ЦДоU№ђJнэKР)EцСqhЛNи