%PDF-1.5
%
1 0 obj
<>/OCGs[38 0 R 39 0 R 40 0 R 41 0 R 42 0 R 43 0 R 44 0 R 45 0 R 46 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
AIRC_Decalogo della salute WCRF 090118
2019-01-18T11:26:49+01:00
2019-01-18T11:26:49+01:00
2019-01-18T11:26:49+01:00
Adobe Illustrator CC 2017 (Macintosh)
256
156
JPEG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uuid:f58d9d5e-983b-4649-951b-a0e38c280685
xmp.did:a1b6e361-8e1f-42a3-a76d-07902dfd8479
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:0d4ac3cb-a92f-3444-8631-66f45e117000
xmp.did:fc3b6e9d-ef44-4fe6-ad1a-25100795793a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118083A65742A1C1DE
2017-12-04T12:31:12+01:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:a1b6e361-8e1f-42a3-a76d-07902dfd8479
2019-01-18T11:26:47+01:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/Romina/LAVORI/00-AIRC/04_infografiche_ufficio_stampa/MATERIALE/AIRC_vecchie/infografiche/AIRC_Infografica_pediatrici.pdf
xmp.did:57e6a232-9db4-4035-a7c7-e40c3db3377e
uuid:9a39a7be-b27f-814d-a2be-31ef81c0c0bb
/Users/Romina/LAVORI/00-AIRC/04_infografiche_ufficio_stampa/MATERIALE/AIRC_vecchie/infografiche/AIRC_Infografica_pediatrici.pdf
xmp.did:57e6a232-9db4-4035-a7c7-e40c3db3377e
uuid:9a39a7be-b27f-814d-a2be-31ef81c0c0bb
Print
False
True
1
210.001656
296.999942
Millimeters
Raleway-Light
Raleway
Light
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
.18459.otf
Raleway-Regular
Raleway
Regular
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
.18457.otf
Raleway-Bold
Raleway
Bold
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
.18456.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
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
C=35 M=100 Y=35 K=10 1
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=16 M=21 Y=95 K=0 1
CMYK
PROCESS
16.015600
20.703100
95.312500
0.000000
C=69 M=45 Y=68 K=15 1
CMYK
PROCESS
69.000000
45.000000
68.000000
15.000000
C=89 M=8 Y=55 K=21 1
CMYK
PROCESS
89.000000
8.000000
55.000000
21.000000
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
endstream
endobj
3 0 obj
<>
endobj
48 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 60 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
49 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 65 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
61 0 obj
<>stream
HWKoEpޏmiĠXb8apA""snUHȒ:so~wnWwnu({fl?_)f}v?^zߏv6-,줗~}O!qx w^"[88Z(!!Fcq覴BPm;I1e P{uƻ&1ȸ?>T!|t
d?=܉SPD.ܵDzq-,T+H4pވ@{[42IFOA@R:0ouBcnTk˒rVKCUzPr.dIkCJT?Pqq_K$O@9F){.c;&75W1HںwgWrA5`^!e8qъ<