%PDF-1.5
%
1 0 obj
<>/OCGs[12 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 13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Employment Infographic -Apr 20
2020-06-23T12:27:43+01:00
2020-06-23T12:27:43+01:00
2020-06-23T12:27:43+01:00
Adobe Illustrator 24.0 (Windows)
216
256
JPEG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uuid:58af323d-bc1b-4080-b47c-79f6df607af5
xmp.did:5fab4b09-df21-5d4b-bc99-43270e661f16
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:a081a8a1-899e-cb4d-a372-aa4658a28620
xmp.did:a081a8a1-899e-cb4d-a372-aa4658a28620
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ac46e292-6d9b-974e-8159-8f54c88dcd3d
2019-12-18T16:16:20Z
Adobe Illustrator 24.0 (Windows)
/
saved
xmp.iid:5fab4b09-df21-5d4b-bc99-43270e661f16
2020-06-23T12:27:39+01:00
Adobe Illustrator 24.0 (Windows)
/
EmbedByReference
C:\Users\2345920\Downloads\NISRA-acronym-bilingual-white (1).eps
xmp.did:34ddd7c6-eb22-4ca6-bc0e-03993c780093
xmp.iid:34ddd7c6-eb22-4ca6-bc0e-03993c780093
EmbedByReference
C:\Users\2345920\Downloads\NISRA-full-name-bilingual (1).eps
xmp.did:78619865-aef8-4f9c-8652-c807827290c1
xmp.iid:78619865-aef8-4f9c-8652-c807827290c1
C:\Users\2345920\Downloads\NISRA-acronym-bilingual-white (1).eps
xmp.did:34ddd7c6-eb22-4ca6-bc0e-03993c780093
xmp.iid:34ddd7c6-eb22-4ca6-bc0e-03993c780093
C:\Users\2345920\Downloads\NISRA-full-name-bilingual (1).eps
xmp.did:78619865-aef8-4f9c-8652-c807827290c1
xmp.iid:78619865-aef8-4f9c-8652-c807827290c1
Print
Adobe Illustrator
Adobe PDF library 15.00
1
True
False
210.000000
297.000000
Millimeters
Bahnschrift
Bahnschrift
Regular
Open Type
Version 2.00
False
bahnschrift.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
Employment infographic
PROCESS
100.000000
CMYK
100.000000
87.058824
8.627451
0.784314
PANTONE 281 C
SPOT
100.000000
LAB
12.941176
9
-41
PANTONE 381 C
SPOT
100.000000
LAB
84.313728
-20
85
PANTONE 660 C
SPOT
100.000000
LAB
50.980392
-1
-47
PANTONE 5773 C
SPOT
100.000000
LAB
58.431374
-8
22
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
endstream
endobj
3 0 obj
<>
endobj
23 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 56 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
24 0 obj
<>stream
HWM]ϯKi1O]XVBB`v*?SInnyoW?ѷ4ͷ7?xObvv{z{:ůߕ7_gwX:|ۛ8=R6DwӳWx'ޞ}xNs{w}_o|o|>|~|^|xO=oozsjYӟ}Oo_?kp^ѩ':6q#W}
~uwϏuתxjݿi`z:Z h7
Cy&/5T أ$q qlqv|yuzm{<,cy`LTѕN~p2m<sZ'"1-\`s0t(ϸ!{ǠE#UX
}mE{%Vcu=p1uȘǰ pAMtUM@!eg\83ya]A)pfQ4ˊ/8@Dsi4ތvA5'{=َ%nQi
`jG{9
HjKӼ1*-nt!Ԛy;^-}Pb+Dno>%v˼mZi^y