%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 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]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Sick Leave Factsheet 3.11.16
2016-03-11T14:05:28-08:00
2016-03-11T14:05:28-08:00
2016-03-11T14:05:28-07:00
Adobe Illustrator CS6 (Windows)
256
160
JPEG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=
uuid:0afec070-315f-463d-89f1-8089e82f8ab5
xmp.did:F7979A49D5E7E5118EF7CF3F920CD539
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:F6979A49D5E7E5118EF7CF3F920CD539
xmp.did:F6979A49D5E7E5118EF7CF3F920CD539
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:80DBFB59B346E51198BDC2290026955C
2015-08-19T13:46:22-07:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:F7979A49D5E7E5118EF7CF3F920CD539
2016-03-11T14:05:26-08:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
\\ds-fileserver.busa.ucla.edu\WPAC\About WORLD\WORLD Templates & Graphics\WORLD Logo\Rectangle\Clear background\PNG\WORLD logo rectangle small clear.png
EmbedByReference
C:\Users\dgodfrey\Documents\FactSheets\SickLeaveTable1.PNG
EmbedByReference
C:\Users\dgodfrey\Documents\FactSheets\SickLeaveTable2.PNG
EmbedByReference
\\ds-fileserver.busa.ucla.edu\WPAC\Projects\RTGF Competitiveness Re-Analysis\RTFG Factsheets\SickLeave_RTGF2.jpg
EmbedByReference
C:\Users\dgodfrey\Documents\FactSheets\Footer_graphic3.png
EmbedByReference
C:\Users\dgodfrey\Documents\FactSheets\Footer_graphic3.png
Print
False
True
1
612.000000
792.000000
Points
ArialMT
Arial
Regular
Open Type
Version 5.22
False
arial.ttf
Arial-ItalicMT
Arial
Italic
Open Type
Version 5.22
False
ariali.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.22
False
arialbd.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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
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
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
27 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 37 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
28 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 42 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
38 0 obj
<>stream
Hmo6wNPˤDNuX0(2kDWz~dX28 ؙܼ?5&L%AD̋DOdABόx:eiz7>1g'Q$C/nz=ZU\zSLU>.6ݯ:Zhsj
>߃Ar0xI_
}2].UЙHBׁ/=_D$'8"I#S_cICb]&,,gY9+]sl2`tv3d8q cc~q4n