%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Kaj_je_koronavirus_ITA
2020-03-05T14:43:51+01:00
2020-03-05T14:43:51+01:00
2020-03-05T14:43:51+02:00
Adobe Illustrator 24.0 (Windows)
176
256
JPEG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uuid:3531cf98-fcfb-497b-b5d1-de4654a344a2
xmp.did:d5af2db3-4c4b-b841-937f-be7152d2bc18
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:cbc25bde-9660-d74b-8869-739fa83e6443
xmp.did:cbc25bde-9660-d74b-8869-739fa83e6443
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1d2af13d-529a-f940-9eea-16bac05f7875
2020-02-23T19:24:31+01:00
Adobe Illustrator 24.0 (Windows)
/
saved
xmp.iid:d5af2db3-4c4b-b841-937f-be7152d2bc18
2020-03-05T14:43:48+01:00
Adobe Illustrator 24.0 (Windows)
/
Print
Adobe Illustrator
False
True
1
210.000000
305.072868
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Republika
Republika
Regular
Open Type
Version 1.000
False
Republika-Regular_OTF.otf
Republika-Bold
Republika
Bold
TrueType
Version 1.000
False
Republika-Bold_TT.ttf
Cyan
Magenta
Yellow
Black
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
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
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
89.999400
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
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
10.000000
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
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 53 0 R/TrimBox[0.0 0.0 595.276 864.773]/Type/Page>>
endobj
13 0 obj
<>stream
HTKIw[wNqP$Т{A2NdUfYuGJ;9lyH(x_^|bG;B9ǑYxޏQ6\gx#?QZڑ:tqX1bJ
D+V҉qMg
9ΊfL->l7k\]Ģ3O[PdlH:j)
GrIj<"Y}E9;/Ab N0_vArΞ'&sDL:\*I<lryǦLJU3ĖiC
hX(#cbmRp
\m