%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Rules7-18-18
2018-09-14T10:08:33-07:00
2018-09-14T10:08:33-07:00
2018-09-14T10:08:33-07:00
Adobe Illustrator CC 22.1 (Macintosh)
256
148
JPEG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uuid:b9aca887-11cb-024b-ac2f-7717fba8f8cf
xmp.did:710aa141-ce97-4410-a377-87f1e31f6a4c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6207c488-374d-2940-a1dd-cd8cd5da14b2
xmp.did:802d05d0-4772-4db5-9522-3f97553e3f4e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ef310708-f17a-4673-b600-65175bb572bb
2017-06-01T10:39:47-07:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:710aa141-ce97-4410-a377-87f1e31f6a4c
2018-09-14T10:08:25-07:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
Arial-BoldMT
Arial
Bold
Open Type
Version 5.01.2x
False
Arial Bold.ttf
Times-Roman
Times
Regular
TrueType
10.0d1e3
False
Times.dfont
Times-Bold
Times
Bold
TrueType
10.0d1e3
False
Times.dfont
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
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
16 0 obj
<>stream
H|WrF}wJ ed`?l].9Z0HcP,4f0a>G^dkkm,sLs9xؠYKg٥umig_xVk]9mJLdXn|!],5 M,F&z$2)CE䖦suz|7{
7"IeثRH^;_fi&}q