%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
00_locandina_raccomandazioni_14
2020-05-05T19:43:55+02:00
2020-05-05T19:43:55+02:00
2020-05-05T19:43:55+02:00
Adobe Illustrator 24.1 (Windows)
256
172
JPEG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uuid:e01cf32d-8103-4137-a044-096cf42abc77
xmp.did:1903a301-5994-8641-b342-3200da93f1f6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:b7db8b7d-c783-a548-bfde-729d4bf7d70e
xmp.did:b7db8b7d-c783-a548-bfde-729d4bf7d70e
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:460c1960-f001-f44a-b3d3-eb8ba7fa706b
2020-01-29T14:51:24+01:00
Adobe Illustrator 24.0 (Windows)
/
saved
xmp.iid:1903a301-5994-8641-b342-3200da93f1f6
2020-05-05T19:43:52+02:00
Adobe Illustrator 24.1 (Windows)
/
EmbedByReference
C:\Users\Sarah\Desktop\REGIONE\COVID19\04_iorestoacasa.png
xmp.did:1AAE7E7D651811EAB64CF08D3D5AC767
xmp.iid:1AAE7E7C651811EAB64CF08D3D5AC767
EmbedByReference
C:\Users\Sarah\Desktop\REGIONE\COVID19\04_iorestoacasa.png
xmp.did:1AAE7E7D651811EAB64CF08D3D5AC767
xmp.iid:1AAE7E7C651811EAB64CF08D3D5AC767
C:\Users\Sarah\Desktop\REGIONE\COVID19\04_iorestoacasa.png
xmp.did:1AAE7E7D651811EAB64CF08D3D5AC767
xmp.iid:1AAE7E7C651811EAB64CF08D3D5AC767
C:\Users\Sarah\Desktop\REGIONE\COVID19\04_iorestoacasa.png
xmp.did:1AAE7E7D651811EAB64CF08D3D5AC767
xmp.iid:1AAE7E7C651811EAB64CF08D3D5AC767
Print
Adobe Illustrator
False
False
1
297.000083
419.999583
Millimeters
Gotham-Black
Gotham Black
Regular
Open Type
001.000
False
Gotham-Black.otf
Gotham-Medium
Gotham
Medium
TrueType
001.000
False
GothamMedium.ttf
SharpGroteskBold15-Regular
Sharp Grotesk Bold 15
Regular
Open Type
Version 1.001;PS 1.000;hotconv 16.6.51;makeotf.lib2.5.65220
False
Sharp Grotesk Bold 15 Regular.otf
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
C=90 M=5 Y=0 K=0 1
CMYK
PROCESS
90.000000
5.000000
0.000000
0.000000
C=55 M=65 Y=0 K=10 1
CMYK
PROCESS
55.000000
65.000000
0.000000
10.000000
C=90 M=15 Y=0 K=55 1
CMYK
PROCESS
90.000000
15.000000
0.000000
55.000000
C=71 M=0 Y=78 K=0 1
CMYK
PROCESS
70.980394
0.000000
78.431374
0.000000
C=0 M=100 Y=90 K=10 1
CMYK
PROCESS
0.000000
100.000000
90.000000
10.000000
C=80 M=15 Y=40 K=0 1
CMYK
PROCESS
80.000000
15.000000
40.000000
0.000000
C=50 M=10 Y=20 K=0 1
CMYK
PROCESS
50.000000
10.000000
20.000000
0.000000
C=10 M=0 Y=0 K=15 1
CMYK
PROCESS
10.000000
0.000000
0.000000
15.000000
C=5 M=0 Y=0 K=10 1
CMYK
PROCESS
5.000000
0.000000
0.000000
10.000000
C=100 M=69 Y=0 K=4 1
CMYK
PROCESS
100.000000
69.000000
0.000000
4.000000
C=80 M=10 Y=30 K=0 1
CMYK
PROCESS
80.000000
10.000000
30.000000
0.000000
C=0 M=100 Y=100 K=15 1
CMYK
PROCESS
0.000000
100.000000
100.000000
15.000000
C=100 M=18 Y=0 K=85 1
CMYK
PROCESS
100.000000
18.000000
0.000000
85.000000
C=80 M=0 Y=20 K=0 1
CMYK
PROCESS
80.000000
0.000000
20.000000
0.000000
C=75 M=15 Y=35 K=0 1
CMYK
PROCESS
75.000000
15.000000
35.000000
0.000000
C=60 M=0 Y=20 K=0 1
CMYK
PROCESS
60.000000
0.000000
20.000000
0.000000
C=36 M=0 Y=12 K=0 1
CMYK
PROCESS
36.000000
0.000000
12.000000
0.000000
C=24 M=0 Y=8 K=0 1
CMYK
PROCESS
24.000000
0.000000
8.000000
0.000000
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
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
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
11 0 obj
<>stream
HWѮ%9
|_?pz$NWv%B+3pIsNt:8.Wӟ~:>t矎)RQITR|o9>z\HNZy-Dۧ?|MzEIt&&-Uǵv6·d:KǣJY7Fs,M:oSJ9ډ0F^5CCth?Q=iliO`za]*ڭ-9+D,{*d_gGoK!jL tvc %}
u#() Ŋ 8*Ś>la3VQ8#DLw2@&+Ly#@TD2\d^dJIf~fSlM#iD.Y\\=p)KđLKq6.E*L
D*=)IIhlTJrS)SE%?I%JQ)E2
d76l=iD2KiRߨT6*4n*H%JJ/*L
L(ԍT*7SL9݊N/oZ͞
3k Q59_EҵFHޠȊ(E#,ڊRzRlrA>A]B~M~ 6XՌ5|5%Q. (v#o\_P`I;3D/^G*(z<d\sr>Ôهf2=p}Pކ=5jdPa8EQk·w{sRNie4R{j*](ArP.=G9]8G9(?Zr G9j9`FA]AlKܚ`yy)
Kv Ђ$( u$KGI(ߔ$xZ#QhUaKkU(BQxWK)zK}IyN