%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 19 0 R 20 0 R 21 0 R 22 0 R 23 0 R 24 0 R 25 0 R 26 0 R 27 0 R 28 0 R 29 0 R 30 0 R 31 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Interagency_Quarterly_Jan_July_2017 Protection_v3
2017-09-19T12:23:20+03:00
2017-09-19T12:23:20+03:00
2017-09-19T12:23:19+03:00
Adobe Illustrator CC 2017 (Windows)
256
228
JPEG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uuid:a47403fc-d9f4-4c30-8ac9-6f78f99f2423
xmp.did:19ddea2a-b28d-c54b-989e-9fa0793ebe05
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:e866686b-ff21-43f9-8729-7e3cb169091a
xmp.did:d4e3f4df-a2cf-764c-81d6-472700454d51
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:762583f2-9233-4c4c-b9d7-4ad2ae6dab1b
2016-02-10T20:38+02:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:19ddea2a-b28d-c54b-989e-9fa0793ebe05
2017-09-19T12:02:45+03:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
\\10.100.2.219\im\UNHCR_LBN\07_Logos\interagency\New logo - interagency\PNG\Interagency_logo_landscape_small.png
EmbedByReference
\\10.100.2.219\im\UNHCR_LBN\07_Logos\interagency\New logo - interagency\PNG\Interagency_logo_landscape_small.png
EmbedByReference
\\10.100.2.219\im\UNHCR_LBN\07_Logos\interagency\New logo - interagency\PNG\Interagency_logo_landscape_small.png
EmbedByReference
\\10.100.2.219\im\UNHCR_LBN\07_Logos\interagency\New logo - interagency\PNG\Interagency_logo_landscape_small.png
\\10.100.2.219\im\UNHCR_LBN\07_Logos\interagency\New logo - interagency\PNG\Interagency_logo_landscape_small.png
\\10.100.2.219\im\UNHCR_LBN\07_Logos\interagency\New logo - interagency\PNG\Interagency_logo_landscape_small.png
\\10.100.2.219\im\UNHCR_LBN\07_Logos\interagency\New logo - interagency\PNG\Interagency_logo_landscape_small.png
\\10.100.2.219\im\UNHCR_LBN\07_Logos\interagency\New logo - interagency\PNG\Interagency_logo_landscape_small.png
Print
False
True
1
21.000156
29.700008
Centimeters
MyriadPro-LightSemiCn
Myriad Pro
Light SemiCondensed
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-LightSemiCn.otf
MyriadPro-SemiCn
Myriad Pro
SemiCondensed
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-SemiCn.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-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Semibold.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
Calibri
Calibri
Regular
Open Type
Version 5.74
False
calibri.ttf
Webdings
Webdings
Regular
Open Type
Version 5.00
False
webdings.ttf
Cyan
Magenta
Yellow
Black
PANTONE 660 C
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=48 M=15 Y=0 K=0
CMYK
PROCESS
48.000000
15.000000
0.000000
0.000000
C=36 M=15 Y=0 K=0
CMYK
PROCESS
36.000000
15.000000
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=100 M=50 Y=0 K=0
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
C=85 M=50 Y=0 K=30
CMYK
PROCESS
85.000000
50.000000
0.000000
30.000000
C=85 M=50 Y=0 K=50
CMYK
PROCESS
85.000000
50.000000
0.000000
50.000000
C=85 M=50 Y=0 K=100
CMYK
PROCESS
85.000000
50.000000
0.000000
100.000000
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
C=46 M=12 Y=4 K=0
CMYK
PROCESS
46.000000
11.718750
4.296875
0.000000
C=46 M=23 Y=4 K=0
CMYK
PROCESS
46.000000
23.000000
4.296875
0.000000
PANTONE 660 C
SPOT
100.000000
LAB
50.980392
-1
-47
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
Adobe PDF library 15.00
21.0.2
endstream
endobj
3 0 obj
<>
endobj
33 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 54 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
34 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 57 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
35 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 60 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
36 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 63 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
61 0 obj
<>stream
Ht[s[ϧ#1!/NqjCP$%HEbqpp,uɤA&n8`^UelQSU{%..?A'