%PDF-1.3
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
5 to 18 - Infographic - grey scale
2020-04-17T09:36:51+01:00
2020-04-17T09:36:51+01:00
2020-04-17T09:36:51+01:00
Adobe Illustrator CS5.1
240
256
JPEG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uuid:aa41e04d-81d2-45a1-ac96-4309e4be62d6
xmp.did:246684628180EA118E1F98E026EF6559
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:50117702-272c-43ed-9843-c4e0a36ebaf0
xmp.did:AE2E9643776BEA11949F966B3E802C1F
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:AE2E9643776BEA11949F966B3E802C1F
2020-03-21T13:24:16Z
Adobe Illustrator CS5.1
/
saved
xmp.iid:246684628180EA118E1F98E026EF6559
2020-04-17T09:36:38+01:00
Adobe Illustrator CS5.1
/
Print
False
True
1
296.999959
419.999514
Millimeters
Anjelika-Rose-Hollow
Anjelika Rose Hollow
Hollow
TrueType
Version 001.000
False
Anjelika Rose Hollow.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 6.23
False
calibrib.ttf
Candara-Bold
Candara
Bold
Open Type
Version 5.62
False
candarab.ttf
Candara
Candara
Regular
Open Type
Version 5.62
False
candara.ttf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Semibold.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
C=70 M=15 Y=0 K=0 copy
CMYK
PROCESS
90.999997
14.999998
0.000000
0.000000
C=70 M=15 Y=0 K=0 copy 2
CMYK
PROCESS
49.000001
14.999998
0.000000
0.000000
C=0 M=35 Y=85 K=0 1
CMYK
PROCESS
0.000000
35.000002
84.999996
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=70 M=15 Y=0 K=0 copy 3
CMYK
PROCESS
22.000003
14.999998
0.000000
0.000000
C=31 M=22 Y=0 K=4 1
CMYK
PROCESS
31.000000
22.000003
0.000000
4.000002
C=25 M=25 Y=40 K=0 copy
CMYK
PROCESS
36.000001
25.000000
39.999998
0.000000
C=42 M=0 Y=92 K=0 1
CMYK
PROCESS
41.940904
0.000000
92.031699
0.000000
C=0 M=17 Y=32 K=0
CMYK
PROCESS
0.000000
17.000002
31.999999
0.000000
C=0 M=19 Y=39 K=13 1
CMYK
PROCESS
0.000000
19.000000
38.999999
13.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=0 M=0 Y=100 K=0 1
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
C=42 M=0 Y=92 K=0 2
CMYK
PROCESS
41.940904
0.000000
92.031699
0.000000
C=0 M=47 Y=22 K=0 1
CMYK
PROCESS
0.000000
47.415900
22.357500
0.000000
C=42 M=0 Y=37 K=0 1
CMYK
PROCESS
41.870797
0.000000
37.305295
0.000000
C=21 M=0 Y=19 K=0 1
CMYK
PROCESS
21.194798
0.000000
19.052398
0.000000
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>>>/Thumb 8 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
6 0 obj
<>stream
Hͮ$I
F bz\1`i@ߞ8"2gt+}c\o~{1{r>~y/ǟЋK=%:_?=l{>6]ɣ=m>?W}|ߩM/jH.ؿ3wTR
.bFvN;l/?ϓ}`Ql9nT7о]-OAU_7-86]ԝߐ867bܲ~Ɔ]|N&L>+>姳i{qf.}>BuX] ˅ӧoӃåћ^Si/;^+ C 2'+'cY $ڧ\ՙ#ǖgd5U?RBGk#\̚JΟKI]*
V.vE ̄;#pQ𡿷\1/7SZ