%PDF-1.7
%
1 0 obj
<>/OCGs[12 0 R 86 0 R 197 0 R 307 0 R 418 0 R 529 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>
stream
application/pdf
Media advisory sample English
2020-10-21T14:51:16+03:00
2020-10-21T14:51:16+03:00
2020-10-21T13:37:44+03:00
Adobe Illustrator 24.3 (Windows)
256
180
JPEG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uuid:645dfe8a-cfa4-4000-b594-dbd14af991db
xmp.did:0f3d44b1-9d26-2f41-8679-133038a2d490
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5ec4a668-e476-4e21-a8f2-d6dc372b7823
xmp.did:c9255a9d-9aa0-2149-8783-dc6c3736f93f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:59427a1a-023b-384c-843c-a25238b0279f
2020-10-18T20:32:45+03:00
Adobe Illustrator 24.3 (Windows)
/
saved
xmp.iid:0f3d44b1-9d26-2f41-8679-133038a2d490
2020-10-21T13:37:44+03:00
Adobe Illustrator 24.3 (Windows)
/
EmbedByReference
C:\Users\User\Desktop\ASD\african-development-bank.png
0
0
EmbedByReference
C:\Users\User\Desktop\ASD\african-development-bank.png
0
0
C:\Users\User\Desktop\ASD\african-development-bank.png
0
0
C:\Users\User\Desktop\ASD\african-development-bank.png
0
0
Print
Adobe Illustrator
True
True
1
595.275574
841.889832
Points
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-BOLD.OTF
MyriadPro-Light
Myriad Pro
Light
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Light.otf
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
6809
MyriadPro-BoldCond
Myriad Pro
Bold Condensed
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-BOLDCOND.OTF
MyriadPro-CondIt
Myriad Pro
Condensed Italic
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-CONDIT.OTF
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
SourceSerifVariable-Roman
Source Serif Variable
Roman
Open Type
Version 1.010;PS 1.0;hotconv 16.6.54;makeotf.lib2.5.65590
False
SourceSerifVariable-Roman.otf
ITCAvantGardeStd-XLt
ITCAvantGardeStd XLt
XLt
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
ITCAvantGardeStd-Bk
ITCAvantGardeStd Bk
Bk
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.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 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
Word_R0_G0_B128
PROCESS
100.000000
CMYK
100.000000
98.214692
13.565269
16.748302
Word_R0_G0_B255
PROCESS
100.000000
CMYK
88.387883
76.852059
0.000000
0.000000
Word_R0_G128_B0
PROCESS
100.000000
CMYK
87.295336
24.161135
100.000000
12.921339
Word_R0_G128_B128
PROCESS
100.000000
CMYK
86.437780
31.302357
49.134049
8.004882
Word_R0_G255_B0
PROCESS
100.000000
CMYK
62.658119
0.000000
100.000000
0.000000
Word_R0_G255_B255
PROCESS
100.000000
CMYK
51.808953
0.000000
12.570381
0.000000
Word_R128_G0_B0
PROCESS
100.000000
CMYK
28.720531
100.000000
100.000000
37.784389
Word_R128_G0_B128
PROCESS
100.000000
CMYK
60.891122
100.000000
13.598840
3.335622
Word_R128_G128_B0
PROCESS
100.000000
CMYK
50.981915
36.118102
100.000000
13.409628
Word_R128_G128_B128
PROCESS
100.000000
CMYK
51.622796
43.204394
43.207446
7.547112
Word_R192_G192_B192
PROCESS
100.000000
CMYK
24.722667
19.607842
20.062561
0.000000
Word_R255_G0_B0
PROCESS
100.000000
CMYK
0.000000
99.334705
100.000000
0.000000
Word_R255_G0_B255
PROCESS
100.000000
CMYK
27.106124
81.606770
0.000000
0.000000
Word_R255_G255_B0
PROCESS
100.000000
CMYK
6.182956
0.000000
96.542305
0.000000
Word_R255_G255_B255
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
Word_R0_G0_B0
PROCESS
100.000000
CMYK
74.972147
67.919427
67.049664
90.145719
Word_R102_G102_B102
PROCESS
100.000000
CMYK
59.771115
51.180285
50.771338
20.129701
Word_R5_G99_B193
PROCESS
100.000000
CMYK
88.027769
63.405812
0.000000
0.000000
8_GOAL_PANTONE 1955 C
PROCESS
100.000000
CMYK
28.999999
100.000000
69.999999
27.000001
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
4 0 obj
<>
stream
x3V0Pw/+Q0L)6)XʂTb;; r
endstream
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF /Text /ImageC /ImageI]/Properties<>/XObject<>>>/Thumb 553 0 R/TrimBox[0 0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>
stream
xZks۶_o7N
ǝNfl7q^L`7R߳DG&,"$Q/DmT2 "$ce5 IN)XQYB$LF4Ld
SFpA]i0MB2:DP4f!5;}D)JB,F=!anV(hjL? I# +qIIƐp̢@A&NX*6,VՄ($YcAjƊ%J`X @b@h1"D)Ѥ%%D"bHQԎ HP)JRGP)D(#iOG.g]>[mZtxN|]evZ@
#Һ͓'dh!͇}1I|gE^0_|uV3hwN@pb[ˏA
rjo
$i8?MWwYS:L{֤Y$uMλo3S{OJ|"Ka> ~3dUObZnѕ Gv:(2/\h{8s"p7ޟ}.IRJxܼay3DM
.ݟЄ$&Z"ݴ qpM