%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
bc_0032
2019-01-23T13:52:30-08:00
2019-01-23T13:52:30-08:00
2019-01-23T13:52:30-07:00
Adobe Illustrator CC 23.0 (Windows)
256
164
JPEG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uuid:6128a701-7aad-4bba-96f9-d3d49f4553b8
xmp.did:f688a776-923d-2c4b-9925-c3d6eeab4d7e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:4f626055-1602-fe41-9c2f-84f53ac6df3d
xmp.did:4f626055-1602-fe41-9c2f-84f53ac6df3d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8bd88468-cb85-48b5-92bb-c0fa0f4b464a
2016-11-16T20:59:23-08:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
saved
xmp.iid:f688a776-923d-2c4b-9925-c3d6eeab4d7e
2019-01-23T13:52:28-08:00
Adobe Illustrator CC 23.0 (Windows)
/
Print
False
False
1
8.500000
5.500000
Inches
ArialNarrow
Arial
Narrow
Open Type
Version 2.40
False
ARIALN.TTF
ArialNarrow-Italic
Arial
Narrow Italic
Open Type
Version 2.40
False
ARIALNI.TTF
ArialNarrow-Bold
Arial
Narrow Bold
Open Type
Version 2.40
False
ARIALNB.TTF
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
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
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
21.0.0
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 612.0 396.0]/Type/Page>>
endobj
13 0 obj
<>stream
HW۪$K}_Q?5y}=# "rz3QP{ZU]ݻyRP
3*"bEԧ}>s~-mmۧ_?-yyvLiy^Ό='[+9ኟny9?d랧AqnsL
o7ZooҫhQE{x7C)^XK8=5n>SE nLlOp}=