%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
KEN_SSD_RRP_2019_MidYear_Infographics
2019-09-17T15:03:32+03:00
2019-09-17T15:03:32+03:00
2019-09-17T15:03:32+04:00
Adobe Illustrator CC 23.0 (Windows)
208
256
JPEG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uuid:08180377-7b01-44a6-8c48-083b2b179c38
xmp.did:b158bdd6-c06a-ff40-baf5-658209b82142
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:3ecedf77-befc-45ad-af28-5aab05c2bb4d
xmp.did:08b03810-37bf-4d47-b71c-d98942c04e32
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0f04fc71-9dc7-244c-8e9d-7f2b53990dc2
2019-08-27T12:46:03+03:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:b158bdd6-c06a-ff40-baf5-658209b82142
2019-09-17T15:03:27+03:00
Adobe Illustrator CC 23.0 (Windows)
/
Print
False
False
1
210.000000
297.000000
Millimeters
ProximaNova-Light
Proxima Nova
Light
Open Type
Version 3.018;PS 003.018;hotconv 1.0.88;makeotf.lib2.5.64775
False
5474
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 3.018;PS 003.018;hotconv 1.0.88;makeotf.lib2.5.64775
False
175
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 3.018;PS 003.018;hotconv 1.0.88;makeotf.lib2.5.64775
False
139
Cyan
Magenta
Yellow
Black
RRP Dark Blue
yellow
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
14.843750
100.000000
89.843750
9.765625
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.843750
84.765625
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.921875
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
34.765625
84.765625
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
4.687500
0.000000
89.843750
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921875
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
84.765625
9.765625
100.000000
9.765625
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843750
29.687500
94.921875
29.687500
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
79.687500
9.765625
44.921875
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921875
14.843750
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765625
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.921875
4.687500
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
34.765625
100.000000
34.765625
9.765625
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.765625
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.921875
19.921875
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.843750
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.843750
44.921875
50.000000
4.687500
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
59.765625
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.687500
59.765625
64.843750
39.843750
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.843750
64.843750
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
29.687500
50.000000
75.000000
9.765625
C=35 M=60 Y=80 K=25
CMYK
PROCESS
34.765625
59.765625
79.687500
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.843750
64.843750
89.843750
34.765625
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.843750
69.921875
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.921875
79.687500
69.921875
RRP Yellow
PROCESS
100.000000
CMYK
4.400702
24.133669
94.628823
0.146487
RRP Dark Blue
SPOT
100.000000
RGB
24
55
95
yellow
SPOT
100.000000
CMYK
4.000000
23.999999
94.000000
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
89.843750
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.687500
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.921875
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.765625
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
39.843750
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.687500
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.921875
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.765625
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.687500
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
9.765625
94.921875
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.765625
9.765625
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
89.843750
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
59.765625
89.843750
0.000000
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
11 0 obj
<>stream
HWYsF~篘T"4f}eVbKI'lm! $a
@ʥ_H}@p7Wlz5Q
Mba}\]rvO.W? q#N#ca֚HHo;f,aooo^˟noW7~SV~AzAo8W6O?_1)\CǗ`:q8MmZuO!kvY2~50[w zT5~8ɟXوsUΐ ̵M#