%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R 50 0 R 89 0 R 128 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
bc_0981
2023-05-17T15:32:53-07:00
2023-05-17T15:32:53-07:00
2022-06-09T12:57:15-07:00
Adobe Illustrator 25.2 (Windows)
256
164
JPEG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uuid:1986c39b-b589-488c-868e-5742c1dbb6cd
xmp.did:8c353355-3c57-2d4d-bc94-9a26135b3e30
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:27f53b41-ccdf-45e7-a9b9-6c1ab31c595b
xmp.did:5407f1cb-848e-634a-b4c9-f64515517fd7
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:8c353355-3c57-2d4d-bc94-9a26135b3e30
2022-06-09T12:57:12-07:00
Adobe Illustrator 25.2 (Windows)
/
Print
Adobe Illustrator
False
False
1
8.500000
5.500000
Inches
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
ArialNarrow
Arial
Narrow
Open Type
Version 2.40
False
ARIALN.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 133 0 R/TrimBox[0.0 0.0 612.0 396.0]/Type/Page>>
endobj
130 0 obj
<>stream
HW۪$K}_Q?5y}=# "rz3QP{ZU]ݻyRP
3*"bEԧ}>s~-mmۧ_?-yyvLiy^Ό='[+9ኟny9?d랧AqnsL
o7ZooҫhQE{x7C)^XK8=5n>SE nLlOp}=