%PDF-1.6
%
1 0 obj
<>/OCGs[16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
NCIemployment_Final_6.13.22
2022-06-13T09:54:23-04:00
2022-06-13T09:54:23-04:00
2022-06-13T09:54:23-04:00
Adobe Illustrator 26.3 (Windows)
256
164
JPEG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uuid:ae6c06be-44c9-408f-ac20-3b84017f38af
xmp.did:5d029f85-f212-b64f-9eb3-a71965a5e5cc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:aacfa137-f047-0f44-ab57-68b02e774869
xmp.did:762b061c-092a-7646-b996-786ea14c0e9b
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:551e352d-4bbe-a449-b143-43766fa2b5b3
2018-05-22T11:10:59-04:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:5d029f85-f212-b64f-9eb3-a71965a5e5cc
2022-06-13T09:54:19-04:00
Adobe Illustrator 26.3 (Windows)
/
EmbedByReference
C:\Users\kjjone3\OneDrive - University of Kentucky\Projects\National Core Indicators\Employment\my choice ky logo.png
adobe:docid:photoshop:719a709e-88b5-fb44-be38-1a269b58295c
xmp.iid:7bc5a74a-155a-a246-9ffa-3aa5b8764ce4
EmbedByReference
C:\Users\kjjone3\OneDrive - University of Kentucky\Projects\National Core Indicators\Employment\OVRlogo.png
adobe:docid:photoshop:bdb9a923-99fa-b042-9a92-39b4d92c22d5
xmp.iid:d407036e-c8cd-e34b-b9e4-b4e9680886ef
EmbedByReference
C:\Users\kjjone3\OneDrive - University of Kentucky\Projects\National Core Indicators\Newsletter\KYworks_logo3.png
0
0
EmbedByReference
C:\Users\kjjone3\OneDrive - University of Kentucky\Projects\National Core Indicators\Employment\apse-logo.png
adobe:docid:photoshop:f8fb551b-7d80-5149-b7fa-594deabfa62e
xmp.iid:4ce7426e-505c-4927-ae16-bdb6a868c9c2
EmbedByReference
C:\Users\kjjone3\OneDrive - University of Kentucky\Logos\Logos\Human Development Institute\Human Development Institute\PNG\Human Development Institute.png
adobe:docid:photoshop:dec28620-46e8-1179-8fe0-a2e4fa6949ae
xmp.iid:7ba997a9-6b1f-4459-ae00-3bb393e8b4c9
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
ChunkFiveEx
ChunkFive Ex
Regular
TrueType
001.001
False
Chunkfive Ex.ttf
CaviarDreams
Caviar Dreams
Regular
TrueType
Version 5.00 June 15, 2014
False
CaviarDreams.ttf
CaviarDreams-Bold
Caviar Dreams
Bold
TrueType
Version 5.00 June 15, 2014
False
CaviarDreams_Bold.ttf
CenturyGothic
Century Gothic
Regular
Open Type
Version 2.35
False
GOTHIC.TTF
Calibri
Calibri
Regular
Open Type
Version 6.23
False
calibri.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 6.23
False
calibrib.ttf
ArialNarrow
Arial
Narrow
Open Type
Version 2.40
False
ARIALN.TTF
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
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
C=2 M=53 Y=100 K=0 1
CMYK
PROCESS
2.352941
52.941179
100.000000
0.000000
C=75 M=32 Y=0 K=0 1
CMYK
PROCESS
75.390600
32.031300
0.000000
0.000000
C=68 M=0 Y=84 K=0 1
CMYK
PROCESS
67.605100
0.000000
84.255700
0.000000
C=3 M=93 Y=0 K=0 1
CMYK
PROCESS
3.125000
93.359400
0.000000
0.000000
C=4 M=15 Y=100 K=0 1
CMYK
PROCESS
3.906300
15.234400
100.000000
0.000000
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 16.07
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
18 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 42 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
26 0 obj
<>stream
HtWѮ$9
}ﯨ5ql+@-0EZsۭj}SΉc7}=nSo_~};~ﭏ~fg:o8e*kqE=lawnJF*;}ȱ9lq$mZs'V?/_p|O߷?v4|"#$Wޏo?1d?T[o+_}K}ޞӗyqDsO_3zIOɋv۴yQ\RoV;eZ5qV0<7ڑ&Lٚi|Uouv)կʱ,gOଓ,~}Rj,;bZ-~
UE[O`ᕂ44znp-(r
OF#Z,}2đW۶d}\ƷSe[PbO-(R!"iOp+f9'2 {\fRUoIĹKYm~2qF"ZVbɸs%y%8y2[LK2
1Z_jm/}
w,,՟yfX
Ɂ62^SzX/'/sSjKĚi-7)],=<6GF^iiiUF!Y' cZ-~w.xt=+%sUd0;
,^Rә h5ԕś9)5x jrV(@nX嗿*q
ВZkwK۫_"&s>T ~T2]͌^"_Q,q^lRVůZ`m\\jUՕM&U)[U^4 /2107e\$nM9Akp0T-6'ueoRM}"H
̀4e=ٽкN&OxGIZ