%PDF-1.6
%
1 0 obj
<>/OCGs[11 0 R 57 0 R 101 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
EFPIA vaccines infographic v7-2
2022-05-31T14:56:52+02:00
2022-05-31T14:56:52+02:00
2022-05-31T14:02:07+02:00
Adobe Illustrator 26.3 (Windows)
256
148
JPEG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uuid:13a03272-3c91-4bb9-996a-74b896ed586f
xmp.did:3cb38b7a-9d08-9949-bd14-03a9660effbb
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:43e62d73-7f36-f54b-abbc-310e905450b6
xmp.did:8078daa2-8811-b148-9d53-6c470b45120a
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:60897635-38c7-1d41-a3da-89f2c7652f47
2021-10-07T10:59:50+02:00
Adobe Illustrator 25.4 (Windows)
/
saved
xmp.iid:3cb38b7a-9d08-9949-bd14-03a9660effbb
2022-05-31T14:02:08+02:00
Adobe Illustrator 26.3 (Windows)
/
Print
Adobe Illustrator
Adobe PDF library 16.07
1
False
False
595.276000
841.890000
Pixels
Univers-CondensedLight
Univers
47 Light Condensed
Open Type
OTF 1.0;PS 001.002;Core 1.0.22
False
Univers-CondensedLight.otf
Univers-UltraCondensed
Univers
59 Ultra Condensed
Open Type
OTF 1.0;PS 001.000;Core 1.0.22
False
Univers-UltraCondensed.otf
Univers-CondensedBold
Univers
67 Bold Condensed
Open Type
OTF 1.0;PS 001.002;Core 1.0.22
False
Univers-CondensedBold.otf
Univers-CondensedLightOblique
Univers
47 Light Condensed Oblique
Open Type
OTF 1.0;PS 001.002;Core 1.0.22
False
Univers-CondensedLtOblique.otf
Univers-ExtraBlackExt
Univers
93 Extra Black Extended
Open Type
OTF 1.0;PS 001.001;Core 1.0.22
False
Univers-ExtraBlackExt.otf
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 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
R=35 G=51 B=99
PROCESS
100.000000
CMYK
96.826118
82.479590
31.564811
22.690165
C=32 M=100 Y=78 K=33
PROCESS
100.000000
CMYK
32.224000
100.000000
78.261995
33.139542
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
Color Group 1
1
C=0 M=80 Y=60 K=0 copy 2
PROCESS
100.000000
CMYK
0.000000
80.000001
100.000000
20.000000
C=70 M=10 Y=10 K=0
PROCESS
100.000000
CMYK
69.999999
10.000000
10.000000
0.000000
C=100 M=0 Y=28 K=26
PROCESS
100.000000
CMYK
100.000000
0.000000
28.000000
25.999999
C=0 M=57 Y=88 K=0
PROCESS
100.000000
CMYK
0.152590
58.608377
91.488516
0.094606
C=0 M=0 Y=0 K=90
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
89.999998
C=0 M=45 Y=95 K=0
PROCESS
100.000000
CMYK
0.000000
44.921875
94.921875
0.000000
Color Group 2
1
C=0 M=80 Y=60 K=0 copy 2
PROCESS
100.000000
CMYK
0.000000
80.000001
100.000000
20.000000
C=0 M=73 Y=99 K=16
PROCESS
100.000000
CMYK
0.000000
72.984374
98.984373
16.000000
C=0 M=66 Y=98 K=12
PROCESS
100.000000
CMYK
0.000000
65.968752
97.968751
12.000000
C=0 M=59 Y=97 K=8
PROCESS
100.000000
CMYK
0.000000
58.953124
96.953124
8.000000
C=0 M=45 Y=95 K=0
PROCESS
100.000000
CMYK
0.000000
44.921875
94.921875
0.000000
C=14 M=38 Y=78 K=0
PROCESS
100.000000
CMYK
14.000000
37.937501
77.937502
0.000000
C=28 M=31 Y=61 K=0
PROCESS
100.000000
CMYK
28.000000
30.953124
60.953122
0.000000
C=56 M=17 Y=27 K=0
PROCESS
100.000000
CMYK
56.000000
16.984375
26.984376
0.000000
C=70 M=10 Y=10 K=0
PROCESS
100.000000
CMYK
69.999999
10.000000
10.000000
0.000000
C=100 M=0 Y=28 K=26 copy 2
PROCESS
100.000000
CMYK
100.000000
10.000000
25.000000
50.000000
Color Group 3
1
C=50 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
50.000000
0.000000
100.000000
0.000000
C=70 M=10 Y=10 K=0
PROCESS
20.000000
CMYK
69.999999
10.000000
10.000000
0.000000
C=15 M=100 Y=90 K=10
PROCESS
100.000000
CMYK
15.000001
100.000000
89.999998
10.000000
C=0 M=27 Y=89 K=0
PROCESS
100.000000
CMYK
0.000000
26.788738
89.474326
0.000000
Color Group 4
1
C=95 M=100 Y=31 K=17
CMYK
PROCESS
95.294118
100.000000
30.980393
16.862746
C=82 M=93 Y=0 K=0
CMYK
PROCESS
81.568629
92.941177
0.000000
0.392157
C=67 M=77 Y=0 K=0
CMYK
PROCESS
67.058825
76.862746
0.000000
0.000000
C=47 M=56 Y=0 K=0
CMYK
PROCESS
47.058824
56.470591
0.000000
0.000000
C=39 M=51 Y=0 K=0
CMYK
PROCESS
39.215687
50.588238
0.000000
0.000000
C=29 M=40 Y=0 K=0
CMYK
PROCESS
29.019609
39.607844
0.000000
0.000000
C=22 M=34 Y=0 K=0
CMYK
PROCESS
21.960784
34.117648
0.000000
0.000000
Color Group 5
1
C=15 M=100 Y=90 K=10 copy
PROCESS
75.000000
CMYK
15.000001
100.000000
89.999998
10.000000
CMYK Red
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
C=13 M=38 Y=94 K=0
CMYK
PROCESS
13.186847
38.498512
94.287020
0.204471
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 107 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 109 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
108 0 obj
<>stream
HWˎTW+Q|?дit,ˋg\ci<}y
#aMUFxljȧokk6;ے5vv5?z&2fRK/ٸ琂??O;+U}Kٜ>pjlbps-
lx9|ۿU]N{p>xu>՛j-W3W71\B&\nn֜&l^NnE~z3%2x7WӟhV̂gSk;;
l*CdXȓ6}PO"^L߀'1[
ç@ށή k+2%ߌs!\CH{ŒOXܳt
dKuZGǾSprgS.x5ꁫ5] 4"ș~$FԸ9~.5m;*h}X
r:K 5jgԚ]p}-?.)TB'j06\`|H1mr+,)!r|R~aT/%V*n4S<.G7..^H]^( n֝*6GCĠ,Ͼ<dZE A:rC`ʩ:%,GkڲXTV
N..a<.q*0-lN~hgGbt&^b+C )eB w{`w@X$?Tr᎐d)]& >wS,x Ps
~AZ/'eOn*Az7ㇲU6"өqOJ"