%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R 39 0 R 69 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
DEC22 Branning Table2
2022-11-03T18:28:28-06:00
2022-11-03T18:28:28-06:00
2022-11-02T06:55:25-06:00
Adobe Illustrator 27.0 (Macintosh)
224
256
JPEG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uuid:99fbbdc6-3a09-5a40-9f12-ea94ff9dfd13
xmp.did:f1021dc0-a8a0-488f-8a30-426ee9ff5d57
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:45b3c96e-29fa-2f42-95ec-73655d5e691c
xmp.did:e2a2befd-b91c-47c7-aa16-137ab5b18e1d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:454283aa-3126-4d37-81ca-baf601f30f0a
2022-11-02T06:54:30-06:00
Adobe Illustrator 27.0 (Macintosh)
/
saved
xmp.iid:f1021dc0-a8a0-488f-8a30-426ee9ff5d57
2022-11-02T06:55:22-06:00
Adobe Illustrator 27.0 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
612.000000
792.000000
Points
Gotham-Medium
Gotham
Medium
Open Type
Version 2.200 Pro
False
Gotham-Medium.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.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
Adobe PDF library 16.07
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 73 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page/PieceInfo<>>>
endobj
71 0 obj
<>stream
HWrF}W"`@lNEKv+#0 Yt %P$["!o}twp~yW0B} 0JA
K"J%X8?MS%?@e(#T~ISСq+R_ʘtA"a!fZ-rE^.m %R?a}0vKlU*`_ygњJIqF Ƅ8Z7)Are g2t)>ЇkH^C,EN58\h(~ȢA'DXe"fLzq<R~pLph"zQuRQ?bgT<S)GRCHıI4LG4f\{:2b!4ԃ/ [XG9F
Z)Xs9{"FZ˴tee(>'¾=Bm
*RWʨ/Pyػ/9x0y6Z&}.}̯/