%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R 7 0 R 8 0 R 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]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Dispatch Org Chart
2018-02-13T18:11:06-08:00
2018-02-13T18:11:06-08:00
2018-02-13T18:11:06-08:00
Adobe Illustrator CC 22.0 (Macintosh)
256
192
JPEG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uuid:355528b6-a516-344c-94e4-36a229dcc4ec
xmp.did:caefd42b-935f-4762-9351-9834428e78da
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:9e6b8d3f-533a-45ed-8e3a-0886a9bcc7a5
xmp.did:9e6b8d3f-533a-45ed-8e3a-0886a9bcc7a5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:9e6b8d3f-533a-45ed-8e3a-0886a9bcc7a5
2018-02-13T16:04:45-08:00
Adobe Illustrator CC 22.0 (Macintosh)
/
saved
xmp.iid:caefd42b-935f-4762-9351-9834428e78da
2018-02-13T18:11:04-08:00
Adobe Illustrator CC 22.0 (Macintosh)
/
EmbedByReference
/Users/EricWright/Library/Mobile Documents/com~apple~CloudDocs/PCR Files/Marketing/Logo Files/PCR-vector.eps
xmp.did:1b765f81-dc99-4140-8889-e0311317d018
xmp.iid:1b765f81-dc99-4140-8889-e0311317d018
/Users/EricWright/Library/Mobile Documents/com~apple~CloudDocs/PCR Files/Marketing/Logo Files/PCR-vector.eps
xmp.did:1b765f81-dc99-4140-8889-e0311317d018
xmp.iid:1b765f81-dc99-4140-8889-e0311317d018
Print
False
False
1
11.000000
8.500000
Inches
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
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
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 15.00
endstream
endobj
3 0 obj
<>
endobj
22 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 27 0 R/TrimBox[18.0 18.0 810.0 630.0]/Type/Page>>
endobj
23 0 obj
<>stream
HW]o[}篸O~VIm6E9=gޫK4 i|9٫s=漛=َ?{?{vog?\i~]VcC3;|z=/bwv'Ӻ/-q9wg|wy?Νήַ>>ug_Oֽy)5M.x*2կsݽgn\nv(֛ke5>G6͵~V5.oj
r1ֻ.ekn׳ًW3ؕqO|k&fw|Üq""t!onor`Z/|?>5O&k4%ҹT%/7/ݫ9az9bp808Tm}uM+zj]hY]ol6֫r]8f&pdwT=1S"cbS_lwVޚ'5j\_EbʑSmbz-e
Νtfa)HZ *5L#o5?I>+y8Mg`D@}_G͘ľ
NڬVoZl/j{ʼ2%G# )vEzyњ\n"-jy |OgXñ=|wsLZ)˫ۑˏi:>BQУxx7Ѽfwr voo,`?Y!Y-#r^1o0÷k3L/_+zʯ0!j{\]>aY@~