%PDF-1.6
%
1 0 obj
<>/OCGs[12 0 R 13 0 R 14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2021-22-BS-IS-2yr-Rev-202112
2021-12-20T08:52:15-08:00
2021-12-20T08:52:15-08:00
2021-12-20T08:52:15-08:00
Adobe Illustrator 26.0 (Macintosh)
256
200
JPEG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uuid:88fa82d7-9641-ad4d-893d-9e77aea3a8ee
xmp.did:2c01d5ed-a080-49b4-98f2-fd4dfcd774ee
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:f203cb49-0c37-4160-b1a5-558b9a62873a
xmp.did:f203cb49-0c37-4160-b1a5-558b9a62873a
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:dfdae710-c281-4b18-8b5c-90eb2d4af34d
2021-04-01T16:28:45-07:00
Adobe Illustrator 25.2 (Macintosh)
/
saved
xmp.iid:2c01d5ed-a080-49b4-98f2-fd4dfcd774ee
2021-12-20T08:52:13-08:00
Adobe Illustrator 26.0 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
11.000000
8.500000
Inches
Times-Roman
Times
Regular
TrueType
17.0d1e1
False
Times.ttc
AcuminVariableConcept
Acumin Variable Concept
Default
Open Type
Version 1.020;hotconv 1.0.108;makeotfexe 2.5.65593
False
AcuminVariableConcept.otf
SourceSansVariable-Roman
Source Sans Variable
ExtraLight
Open Type
Version 1.015;PS 2.20;hotconv 16.6.54;makeotf.lib2.5.65590
False
SourceSansVariable-Roman.otf
AmericanTypewriter-Semibold
American Typewriter
Semibold
TrueType
16.0d2e4
False
AmericanTypewriter.ttc
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.ttf
Georgia-Bold
Georgia
Bold
Open Type
Version 5.00x-4
False
Georgia Bold.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
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
C=67 M=80 Y=8 K=0 1
CMYK
PROCESS
67.058825
79.607844
8.235294
0.392157
C=0 M=94 Y=35 K=0 1
CMYK
PROCESS
0.000000
93.725491
35.294119
0.000000
C=48 M=75 Y=29 K=0 1
CMYK
PROCESS
48.000000
75.000000
29.000000
0.000000
Adobe PDF library 16.03
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
17 0 obj
<>stream
HW[o7~ׯh97 "lEP䑭Vܙq~\d\g[A4CKvRo^]9OC2
f ./^ v0d<9X]Fq}D&(!jt\aܤ 3т7x4azXgҤAt\ [w7ve\p\r]^-.EWe[WM]UQLr{[gҺ?MHZe>66qeEɤ7\20KJ%">y`BZ.WR(JzVpIeD,2u5*mPsUUIZLZD[q]6>bn:7-9x+k 5zFe\%S
40z6 tmȴ}l¶P=vhY; z02\4|&uODk<Kj?vWe2>Ⳏ |/RbZ'<>gB|6pijyѾ]v z2ׄ,z"ﳷ/L[8ҽ4-q9TDhʍPu%{x
s{dgY72 17R#(F"=e9D£0qC"롉(ο^ ;fn5%A2p'A)/Ob\X2-&7-4i7-7bힵrj6;Q>ܬc:kڇjײ}<[vT%Tl]ww~$Ss٦},.ݾ o;~ߪe$כݦ^ǜ3jFjW,B\1vTKH\D(xF&]n6W%[<9R