%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R 12 0 R 13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
oka map 5
2016-02-17T08:46:49-07:00
2016-02-17T08:46:49-07:00
2016-02-17T08:46:49-07:00
Adobe Illustrator CC 2015 (Macintosh)
256
160
JPEG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uuid:7e356604-5b9f-9c48-888d-a29d64291e65
xmp.did:ffe4878f-bd32-4647-8fc6-ab80eae39346
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:abd85324-20e8-9f45-bca5-f842abd6cec6
xmp.did:f20a1a3c-8fad-4a96-a30d-bb2d1f487cb1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:48a8998c-82e7-4f82-9d64-afd2e65635a9
2015-09-22T10:39:39-06:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:ffe4878f-bd32-4647-8fc6-ab80eae39346
2016-02-17T08:46:46-07:00
Adobe Illustrator CC 2015 (Macintosh)
/
Print
False
False
1
11.000000
8.500000
Inches
Futura-Bold
Futura
Bold
Type 1
001.001
False
FuturBol; Futura Fonts
FuturaPT-Book
Futura PT
Book
Open Type
Version 1.007
False
.10884.otf
Helvetica-Condensed-Oblique
Helvetica
Condensed Oblique
Type 1
001.001
False
HelveConObl; Helvetica.tt
Helvetica-Condensed-Bold
Helvetica
Bold Condensed
Type 1
001.004
False
HelveConBol; Helvetica Condensed
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
15 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
16 0 obj
<>stream
HTͮ$K
)&eX!,x .҅"\}̦U?N;v~۟~}QYZ'>](wU>>~P~sﵮ=h>oq|{D^vy5X_?>2۽_]ScNfbcj9{rի{vJטwں%uG#jYCu;x=wzurش{d&ޭYkCKwpÂk]y)>chMiauaxmlO;AW)/Ŗ7eAˤJbDƒd;`8[י
oNLNڇ8Y^ߏw,IOh!(';5ObLoi.daְn)D ^ l (ցSrbĮK8&y}҄r<TEb]eL/"ŗ!yx-GsVNBN"/D<(}jYT6^9[kYJ^8cV?ӈ
m9\P`}$}gq;H˪ Nc8EZ'+{87䬭m־7MCVM^xEMnBeqwl20{.Ȧc}}ASqBf|Yar!@
805ñ%2OĞ@f/t9Y'sYyBp]ꀑӽfFbM>sgRzsLEENZ.h
%B4G