%PDF-1.6
%
1 0 obj
<>/OCGs[16 0 R 17 0 R 18 0 R 19 0 R 20 0 R 349 0 R 350 0 R 351 0 R 352 0 R 353 0 R 681 0 R 682 0 R 683 0 R 684 0 R 685 0 R 1013 0 R 1014 0 R 1015 0 R 1016 0 R 1017 0 R 1345 0 R 1346 0 R 1347 0 R 1348 0 R 1349 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
SSD_SpontaneousReturnees_31_10_2020_v0.11
2020-11-18T12:15:22+03:00
2020-11-18T12:15:22+03:00
2020-11-18T12:05:14+03:00
Adobe Illustrator 25.0 (Windows)
256
184
JPEG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uuid:4ed9e7c1-b9ff-442a-b38f-2666df61da31
xmp.did:06c4e12a-deba-eb41-a017-928c5f1b4886
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:57954edc-7038-fd41-8c61-80bd462e3cc7
xmp.did:57954edc-7038-fd41-8c61-80bd462e3cc7
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:f5b58340-677e-40ec-a5be-12c58171da50
2015-09-29T12:53:39+02:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:06c4e12a-deba-eb41-a017-928c5f1b4886
2020-11-18T12:05:15+03:00
Adobe Illustrator 25.0 (Windows)
/
EmbedByReference
D:\Dropbox\UNHCR SS\IMO\Returns Support\Community level dashboard\RRC logo.jpg
0
0
EmbedByReference
D:\Dropbox\UNHCR SS\IMO\Returns Support\Community level dashboard\South Sudan Map.ai
xmp.did:e1c9cb66-c2a0-0743-a2d2-85134295428c
uuid:2f585775-1c39-4463-869e-1dbc66155717
EmbedByReference
D:\Dropbox\UNHCR SS\IMO\Returns Support\Community level dashboard\RRC logo.jpg
0
0
D:\Dropbox\UNHCR SS\IMO\Returns Support\Community level dashboard\RRC logo.jpg
0
0
D:\Dropbox\UNHCR SS\IMO\Returns Support\Community level dashboard\South Sudan Map.ai
xmp.did:e1c9cb66-c2a0-0743-a2d2-85134295428c
uuid:2f585775-1c39-4463-869e-1dbc66155717
D:\Dropbox\UNHCR SS\IMO\Returns Support\Community level dashboard\RRC logo.jpg
0
0
Print
Adobe Illustrator
Adobe PDF library 15.00
1
True
False
210.001556
297.000083
Millimeters
ProximaNova-Medium
ProximaNova-Medium
☞
TrueType
Version 3.014;com.myfonts.easy.marksimonson.proxima-nova.medium.wfkit2.version.4WuD
False
FontsFree-Net-pr2.ttf
ProximaNova-Semibold
Proxima Nova
Semibold
TrueType
Version 1.000;PS 001.000;hotconv 1.0.38
False
proximanova-semibold-webfont.ttf
ProximaNova-Bold
Proxima Nova
Bold
TrueType
Version 1.000;PS 001.000;hotconv 1.0.38
False
proximanova-bold-webfont.ttf
ProximaNova-Regular
Proxima Nova
Regular
TrueType
Version 1.101;PS 001.001;hotconv 1.0.38
False
proximanova-regular-webfont.ttf
ProximaNova-RegularIt
Proxima Nova
Regular Italic
TrueType
Version 1.000;PS 001.000;hotconv 1.0.38
False
proximanova-regitalic-webfont.ttf
ProximaNova-Extrabld
Proxima Nova
Extrabold
Open Type
Version 3.018;PS 003.018;hotconv 1.0.88;makeotf.lib2.5.64775
False
169
MyriadPro-Regular
Myriad Pro
Regular
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Regular.otf
Calibri
Calibri
Regular
Open Type
Version 6.23
False
calibri.ttf
AABAAA+ProximaNova-Regular
AABAAA+ProximaNova Regular
Regular
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
PANTONE 660 C
SPOT
100.000000
LAB
50.980400
-1
-47
unhcr main colours
0
C=99 M=50 Y=0 K=0
CMYK
PROCESS
99.000000
50.000000
0.000000
0.000000
C=99 M=83 Y=36 K=27
CMYK
PROCESS
99.000000
83.000000
36.000000
27.000000
C=90 M=0 Y=52 K=0
CMYK
PROCESS
90.000000
0.000000
52.000000
0.000000
C=0 M=87 Y=52 K=0
CMYK
PROCESS
0.000000
87.000000
52.000000
0.000000
C=4 M=24 Y=94 K=0
CMYK
PROCESS
4.000000
24.000000
94.000000
0.000000
C=3 M=1 Y=100 K=0 1
CMYK
PROCESS
3.000000
1.000000
100.000000
0.000000
C=0 M=0 Y=0 K=0 1
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=0 M=0 Y=0 K=100 1
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
shades and tints
0
C=99 M=64 Y=19 K=4 1
CMYK
PROCESS
99.000000
64.000000
19.000000
4.000000
C=99 M=50 Y=0 K=0
CMYK
PROCESS
99.000000
50.000000
0.000000
0.000000
C=79 M=40 Y=0 K=0
CMYK
PROCESS
79.200000
40.000000
0.000000
0.000000
C=59 M=30 Y=0 K=0
CMYK
PROCESS
59.400000
30.000000
0.000000
0.000000
C=40 M=20 Y=0 K=0
CMYK
PROCESS
39.600000
20.000000
0.000000
0.000000
C=16 M=8 Y=0 K=0 1
CMYK
PROCESS
16.000000
8.000000
0.000000
0.000000
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=80 1
CMYK
PROCESS
0.000000
0.000000
0.000000
80.000000
C=0 M=0 Y=0 K=60 1
CMYK
PROCESS
0.000000
0.000000
0.000000
60.000000
C=0 M=0 Y=0 K=40 1
CMYK
PROCESS
0.000000
0.000000
0.000000
40.000000
C=0 M=0 Y=0 K=20 1
CMYK
PROCESS
0.000000
0.000000
0.000000
20.000000
C=0 M=0 Y=0 K=10 1
CMYK
PROCESS
0.000000
0.000000
0.000000
10.000000
C=99 M=83 Y=36 K=50 1
CMYK
PROCESS
99.000000
83.000000
36.000000
50.000000
C=99 M=83 Y=36 K=27 1
CMYK
PROCESS
99.000000
83.000000
36.000000
27.000000
C=79 M=66 Y=29 K=22 1
CMYK
PROCESS
79.200000
66.400000
28.800000
21.600000
C=59 M=50 Y=22 K=16 1
CMYK
PROCESS
59.400000
49.800000
21.600000
16.200000
C=40 M=33 Y=14 K=11 1
CMYK
PROCESS
39.600000
33.200000
14.400000
10.800000
C=20 M=17 Y=7 K=5 1
CMYK
PROCESS
19.800000
16.600000
7.200000
5.400000
C=88 M=39 Y=62 K=20 1
CMYK
PROCESS
88.000000
39.000000
62.000000
20.000000
C=90 M=0 Y=52 K=0 1
CMYK
PROCESS
90.000000
0.000000
52.000000
0.000000
C=72 M=0 Y=42 K=0 1
CMYK
PROCESS
72.000000
0.000000
41.600000
0.000000
C=54 M=0 Y=31 K=0 1
CMYK
PROCESS
54.000000
0.000000
31.200000
0.000000
C=36 M=0 Y=21 K=0 1
CMYK
PROCESS
36.000000
0.000000
20.800000
0.000000
C=18 M=0 Y=10 K=0 1
CMYK
PROCESS
18.000000
0.000000
10.400000
0.000000
C=21 M=88 Y=59 K=13
CMYK
PROCESS
21.000000
88.000000
59.000000
13.000000
C=0 M=87 Y=52 K=0 1
CMYK
PROCESS
0.000000
87.000000
52.000000
0.000000
C=0 M=70 Y=42 K=0 1
CMYK
PROCESS
0.000000
69.600000
41.600000
0.000000
C=0 M=52 Y=31 K=0 1
CMYK
PROCESS
0.000000
52.200000
31.200000
0.000000
C=0 M=35 Y=21 K=0 1
CMYK
PROCESS
0.000000
34.800000
20.800000
0.000000
C=0 M=17 Y=10 K=0 1
CMYK
PROCESS
0.000000
17.400000
10.400000
0.000000
C=3 M=18 Y=71 K=25
CMYK
PROCESS
3.000000
18.000000
71.000000
25.000000
C=4 M=24 Y=94 K=0
CMYK
PROCESS
4.000000
24.000000
94.000000
0.000000
C=3 M=19 Y=75 K=0
CMYK
PROCESS
3.000000
19.000000
75.000000
0.000000
C=2 M=14 Y=56 K=0
CMYK
PROCESS
2.000000
14.000000
56.000000
0.000000
C=2 M=10 Y=38 K=0
CMYK
PROCESS
2.000000
10.000000
38.000000
0.000000
C=1 M=5 Y=19 K=0
CMYK
PROCESS
1.000000
5.000000
19.000000
0.000000
C=2 M=1 Y=75 K=25 2
CMYK
PROCESS
2.000000
1.000000
75.000000
25.000000
C=3 M=1 Y=100 K=0
CMYK
PROCESS
3.000000
1.000000
100.000000
0.000000
C=2 M=1 Y=80 K=0 2
CMYK
PROCESS
2.000000
1.000000
80.000000
0.000000
C=2 M=1 Y=60 K=0 2
CMYK
PROCESS
2.000000
1.000000
60.000000
0.000000
C=1 M=1 Y=40 K=0 1
CMYK
PROCESS
1.000000
1.000000
40.000000
0.000000
C=1 M=1 Y=20 K=0 1
CMYK
PROCESS
1.000000
1.000000
20.000000
0.000000
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 1456 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
22 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 1461 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
1457 0 obj
<>stream
HWۮI|G]@fA>+B]HODdVό+KǝUyzMؾv--x[=ZIs{Q?^b8(p.B|-!#ĹR 9u1Ҭ<°8j>a~fg*
o-c#g?]bCVEm##TʿzwϿ}k|x1?åQ?묈w?os0ҋքƼ GUG)j_dd#E\[k[Q#)j ncқ#ApU(67p4Ne㡗-#|r%63.[o ?lg<_fdjMwu5qc ,~mK۲a8ut(躕l7]䆕NiZY?\M3{B3;
ԁ`xQ#&XpجL+bNHK#8o4MB@$rt V~JĻ&({`_
;{6 '8+9څ$ձfD놯ks`֬}%zd#9|D{h
pI >Xka$yfEUjeT{|;/1K.towv&4m_l
}W0y.4Kр,' ,WQ 튉g_ALvbH'$H銈( P+ih(0Gӯ`(3
Es"@ -vb!X Jf; vN4 Ae##h[gY9UNVSz7ҹAJE|q_{ziXHGiMZ@GұqqOD"3 V19+sp-xQmhG8bYEBqT,_5匊hAgJyJ02alAJuMaYcC|K1%[lSRLs|V
(@k}#yDD@"
T*cFvM;~9l
ey͙ha8g*$sPChI"o:W&ho$RȟIzhyLTI1*RJ
𝩅"EK,yҊn6( * Jh;6'mG|8I-
$O "/x_P0)k>E4Yjv~N({Pd@OJ!(8se8X:n*NI=7S@Ek2Ɗt{[g*l1ЬfACȇ&