%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
BFHQTH24X24_820_08864-141
2020-01-30T15:36:27-08:00
2020-01-30T15:36:27-08:00
2020-01-30T15:36:27-07:00
Adobe Illustrator CC 23.1 (Windows)
196
256
JPEG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uuid:36a0b224-d581-4876-8c4a-a13c937853dd
xmp.did:4c1de9d2-2f0a-f847-8e6e-787802853a76
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:9f115de9-f682-9647-9723-3e6ccc9aba45
xmp.did:9f115de9-f682-9647-9723-3e6ccc9aba45
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:fe59378c-ea5a-4346-9556-1345b2a7f4c7
2015-07-10T14:40:30-07:00
Adobe Illustrator CC 2014 (Windows)
/
saved
xmp.iid:4c1de9d2-2f0a-f847-8e6e-787802853a76
2020-01-30T15:36:24-08:00
Adobe Illustrator CC 23.1 (Windows)
/
Print
False
False
1
612.000000
792.000000
Points
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
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
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>stream
HM}@dokB0-| aHT+dVfD䧿|^>sX%5%~or\\>鷰㿗/q %w,)_lk˷oA3cu_l?BŵĘG5bKLpwauXF5ojޏ< m3Gem}Hloè C 뚊'J]E2#5bPȕ%/33iM[B%Ov-vMkhuOioz\?iۉ:hݡf2CW0;"-ScW=aĘ-
5eo\fAfxۻ018cX^{ImXZ[3؇)qfw(t6R%FOJKs|JgتJY)g2Orʮcki-+AZ#`j]{.vv̢1Z!ýe8=B6f;MbJJs:*+K 4vA=oq,SpÞJyk' Ä/@E0컜Ry~2;P_ׅMmwmytxz\*|-oņSJ r.ӭ