%PDF-1.6
%
1 0 obj
<>/OCGs[27 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
IRN New arrivals from Afghanistan - 22 Jan 2021
2022-01-24T09:55:53+03:30
2022-01-24T09:55:53+03:30
2022-01-24T09:55:52+04:30
Adobe Illustrator 26.0 (Windows)
256
188
JPEG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:69c3d41e-0352-4b37-8616-52ae8ea1f614
xmp.did:74cc174b-d60b-ff4d-8151-ba1420c74f5f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:06811638-4672-314a-8d22-5649e6971207
xmp.did:e08a87aa-3180-0548-80ff-a3698445fc3e
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:fff3d0da-bf1e-a840-9f1b-c11bde556b33
2020-07-13T08:46:18+04:30
Adobe Illustrator 24.2 (Windows)
/
saved
xmp.iid:74cc174b-d60b-ff4d-8151-ba1420c74f5f
2022-01-24T09:55:49+03:30
Adobe Illustrator 26.0 (Windows)
/
EmbedByReference
C:\Users\ALMASIZA\OneDrive - UNHCR\Documents\1. UNHCR\02 Branding\UNHCR-Visibility-Logo-Farsi\DIGITAL-RGB\PNG\UNHCR-visibility_Horizontal-Blue-RGB-Farsi.png
0
0
Print
Adobe Illustrator
False
True
1
29.700002
20.999999
Centimeters
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
ProximaNova-Light
Proxima Nova
Light
TrueType
Version 3.001;PS 003.001;hotconv 1.0.88;makeotf.lib2.5.64775
False
ProximaNova-Regular
Proxima Nova
Regular
TrueType
Version 3.001;PS 003.001;hotconv 1.0.88;makeotf.lib2.5.64775
False
ProximaNova-Black
Proxima Nova
Black
TrueType
Version 3.001;PS 003.001;hotconv 1.0.88;makeotf.lib2.5.64775
False
ProximaNova-Semibold
Proxima Nova
Semibold
TrueType
Version 3.001;PS 003.001;hotconv 1.0.88;makeotf.lib2.5.64775
False
ProximaNova-Extrabld
Proxima Nova
Extrabold
TrueType
Version 3.001;PS 003.001;hotconv 1.0.88;makeotf.lib2.5.64775
False
ProximaNova-Bold
Proxima Nova
Bold
TrueType
Version 3.001;PS 003.001;hotconv 1.0.88;makeotf.lib2.5.64775
False
UNHCR-Symbols
UNHCR
Regular
TrueType
Version 1.00 2013
False
UNHCR-Symbols.ttf
ESRIDefaultMarker
ESRI Default Marker
Regular
TrueType
Version 7.028 2011
False
esri_11.ttf
Lato-Medium
Lato
Medium
TrueType
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
Lato-Medium.ttf
Lato-Italic
Lato
Italic
TrueType
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
Lato-Italic.ttf
Lato-Semibold
Lato
Semibold
TrueType
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
Lato-Semibold.ttf
Lato-Regular
Lato
Regular
TrueType
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
Lato-Regular.ttf
Lato-BoldItalic
Lato
Bold Italic
TrueType
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
Lato-BoldItalic.ttf
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
UNHCR Blue CMYK
SPOT
100.000000
CMYK
99.000001
50.000000
0.000000
0.000000
Grays
0
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
0
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
shades and tints
0
C=99 M=64 Y=19 K=4 1
CMYK
PROCESS
99.000001
63.999999
19.000000
4.000000
C=99 M=50 Y=0 K=0
CMYK
PROCESS
99.000001
50.000000
0.000000
0.000000
C=79 M=40 Y=0 K=0
CMYK
PROCESS
79.200000
40.000001
0.000000
0.000000
C=59 M=30 Y=0 K=0
CMYK
PROCESS
59.399998
30.000001
0.000000
0.000000
C=40 M=20 Y=0 K=0
CMYK
PROCESS
39.599997
19.999999
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
80.000001
C=0 M=0 Y=0 K=60 1
CMYK
PROCESS
0.000000
0.000000
0.000000
60.000002
C=0 M=0 Y=0 K=40 1
CMYK
PROCESS
0.000000
0.000000
0.000000
40.000001
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
99.000001
82.999998
36.000001
50.000000
C=99 M=83 Y=36 K=27 1
CMYK
PROCESS
99.000001
82.999998
36.000001
27.000001
C=79 M=66 Y=29 K=22 1
CMYK
PROCESS
79.200000
66.399997
28.800002
21.600001
C=59 M=50 Y=22 K=16 1
CMYK
PROCESS
59.399998
49.800000
21.600001
16.200000
C=40 M=33 Y=14 K=11 1
CMYK
PROCESS
39.599997
33.199999
14.399999
10.800000
C=20 M=17 Y=7 K=5 1
CMYK
PROCESS
19.799998
16.599999
7.200000
5.400000
C=88 M=39 Y=62 K=20 1
CMYK
PROCESS
88.000000
38.999999
62.000000
20.000000
C=90 M=0 Y=52 K=0 1
CMYK
PROCESS
89.999998
0.000000
51.999998
0.000000
C=72 M=0 Y=42 K=0 1
CMYK
PROCESS
71.999997
0.000000
41.599998
0.000000
C=54 M=0 Y=31 K=0 1
CMYK
PROCESS
53.999996
0.000000
31.199998
0.000000
C=36 M=0 Y=21 K=0 1
CMYK
PROCESS
35.999995
0.000000
20.799997
0.000000
C=18 M=0 Y=10 K=0 1
CMYK
PROCESS
17.999998
0.000000
10.399999
0.000000
C=21 M=88 Y=59 K=13
CMYK
PROCESS
20.999999
88.000000
58.999997
13.000000
C=0 M=87 Y=52 K=0 1
CMYK
PROCESS
0.000000
87.000000
51.999998
0.000000
C=0 M=70 Y=42 K=0 1
CMYK
PROCESS
0.000000
69.599998
41.599998
0.000000
C=0 M=52 Y=31 K=0 1
CMYK
PROCESS
0.000000
52.200001
31.199998
0.000000
C=0 M=35 Y=21 K=0 1
CMYK
PROCESS
0.000000
34.799999
20.799997
0.000000
C=0 M=17 Y=10 K=0 1
CMYK
PROCESS
0.000000
17.399999
10.399999
0.000000
C=3 M=18 Y=71 K=25
CMYK
PROCESS
3.000000
18.000001
70.999998
25.000000
C=4 M=24 Y=94 K=0
CMYK
PROCESS
4.000000
23.999999
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
80.000001
0.000000
C=2 M=1 Y=60 K=0 2
CMYK
PROCESS
2.000000
1.000000
60.000002
0.000000
C=1 M=1 Y=40 K=0 1
CMYK
PROCESS
1.000000
1.000000
39.999998
0.000000
C=1 M=1 Y=20 K=0 1
CMYK
PROCESS
1.000000
1.000000
19.999999
0.000000
Adobe PDF library 16.03
endstream
endobj
3 0 obj
<>
endobj
29 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 36 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
30 0 obj
<>stream
HW[o[~GOx=$хYVڦ]QbX]GN82Cyl/%p8f5{㚳5[o|0xw}xr&Bt~6LqBh\?۷<_pw{xf'.7/rs{wpәSl-a^FE ˮ>-AnK_o(eq6WSTovw!O2TD16\uYzm$^4SɘEX5x.