%PDF-1.7
%
1 0 obj
<>/OCGs[8 0 R]>>/Type/Catalog>>
endobj
41 0 obj
<>stream
application/pdf
cc14-hmm_spec.2018
Adobe Illustrator CS3
2020-05-13T10:34:54-04:00
2020-05-13T10:34:54-04:00
2020-05-13T10:34:54-04:00
196
256
JPEG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=
uuid:3AEEA04D9796EA119A16E5A9742B1D85
uuid:5407818e-02ca-404b-af50-9660a1f685e9
uuid:cfd0b6fb-88f2-da4a-8ae3-2aa1e74156ba
uuid:09F100CCECEEDE11B17380B8FFE2D2AB
1
False
False
612.000000
792.000000
Points
CenturyGothic
Century Gothic
Regular
TrueType
Version 2.35
False
Century Gothic
Helvetica-Bold
Helvetica
Bold
TrueType
13.0d2e2
False
Helvetica.ttc
Helvetica
Helvetica
Regular
TrueType
13.0d2e2
False
Helvetica.ttc
Black
Default Swatch Group
0
C=100 M=100 Y=100 K=100
CMYK
PROCESS
100.000000
100.000000
100.000000
100.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=45 Y=60 K=0
CMYK
PROCESS
0.000000
45.000000
60.000004
0.000000
C=0 M=50 Y=5 K=0
CMYK
PROCESS
0.000000
50.000000
5.000001
0.000000
C=0 M=90 Y=100 K=0
CMYK
PROCESS
0.000000
90.000000
100.000000
0.000000
C=100 M=20 Y=100 K=0
CMYK
PROCESS
100.000000
19.999998
100.000000
0.000000
C=100 M=40 Y=15 K=0
CMYK
PROCESS
100.000000
39.999996
14.999998
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=25 M=100 Y=25 K=0
CMYK
PROCESS
25.000000
100.000000
25.000000
0.000000
C=40 M=40 Y=40 K=0
CMYK
PROCESS
39.999996
39.999996
39.999996
0.000000
C=40 M=70 Y=100 K=0
CMYK
PROCESS
39.999996
70.000000
100.000000
0.000000
C=75 M=90 Y=0 K=0
CMYK
PROCESS
75.000000
90.000000
0.000000
0.000000
Aqua
SPOT
100.000000
CMYK
100.000000
0.000000
55.000000
0.000000
Blue
SPOT
100.000000
CMYK
100.000000
50.000000
0.000000
0.000000
Blue Gray
SPOT
100.000000
CMYK
50.000000
40.000000
30.000002
0.000000
Blue Sky
SPOT
100.000000
CMYK
80.000000
5.000000
0.000000
0.000000
Brown
SPOT
100.000000
CMYK
50.000000
85.000000
100.000000
0.000000
Dark Blue
SPOT
100.000000
CMYK
100.000000
90.000000
10.000000
0.000000
Forest Green
SPOT
100.000000
CMYK
100.000000
55.000000
100.000000
0.000000
Gold
SPOT
100.000000
CMYK
5.000000
20.000000
95.000000
0.000000
Grass Green
SPOT
100.000000
CMYK
75.000000
5.000000
100.000000
0.000000
Orange
SPOT
100.000000
CMYK
0.000000
45.000000
100.000000
0.000000
Red
SPOT
100.000000
CMYK
14.999999
100.000000
100.000000
0.000000
Violet
SPOT
100.000000
CMYK
45.000000
90.000000
0.000000
0.000000
K=100
GRAY
PROCESS
255
K=0
GRAY
PROCESS
0
K=100
GRAY
PROCESS
255
K=25
GRAY
PROCESS
63
K=50
GRAY
PROCESS
127
K=75
GRAY
PROCESS
191
K=100
GRAY
PROCESS
255
C=25 M=0 Y=0 K=0
CMYK
PROCESS
25.000000
0.000000
0.000000
0.000000
C=50 M=0 Y=0 K=0
CMYK
PROCESS
50.000000
0.000000
0.000000
0.000000
C=75 M=0 Y=0 K=0
CMYK
PROCESS
75.000000
0.000000
0.000000
0.000000
C=100 M=0 Y=0 K=0
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
C=25 M=25 Y=0 K=0
CMYK
PROCESS
25.000000
25.000000
0.000000
0.000000
C=50 M=50 Y=0 K=0
CMYK
PROCESS
50.000000
50.000000
0.000000
0.000000
C=75 M=75 Y=0 K=0
CMYK
PROCESS
75.000000
75.000000
0.000000
0.000000
C=100 M=100 Y=0 K=0
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
C=0 M=25 Y=0 K=0
CMYK
PROCESS
0.000000
25.000000
0.000000
0.000000
C=0 M=50 Y=0 K=0
CMYK
PROCESS
0.000000
50.000000
0.000000
0.000000
C=0 M=75 Y=0 K=0
CMYK
PROCESS
0.000000
75.000000
0.000000
0.000000
C=0 M=100 Y=0 K=0
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=0 M=25 Y=25 K=0
CMYK
PROCESS
0.000000
25.000000
25.000000
0.000000
C=0 M=50 Y=50 K=0
CMYK
PROCESS
0.000000
50.000000
50.000000
0.000000
C=0 M=75 Y=75 K=0
CMYK
PROCESS
0.000000
75.000000
75.000000
0.000000
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=0 Y=25 K=0
CMYK
PROCESS
0.000000
0.000000
25.000000
0.000000
C=0 M=0 Y=50 K=0
CMYK
PROCESS
0.000000
0.000000
50.000000
0.000000
C=0 M=0 Y=75 K=0
CMYK
PROCESS
0.000000
0.000000
75.000000
0.000000
C=0 M=0 Y=100 K=0
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
C=25 M=0 Y=25 K=0
CMYK
PROCESS
25.000000
0.000000
25.000000
0.000000
C=50 M=0 Y=50 K=0
CMYK
PROCESS
50.000000
0.000000
50.000000
0.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=100 M=0 Y=100 K=0
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
C=25 M=13 Y=0 K=0
CMYK
PROCESS
25.000000
12.500000
0.000000
0.000000
C=50 M=25 Y=0 K=0
CMYK
PROCESS
50.000000
25.000000
0.000000
0.000000
C=75 M=38 Y=0 K=0
CMYK
PROCESS
75.000000
37.500000
0.000000
0.000000
C=100 M=50 Y=0 K=0
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
C=13 M=25 Y=0 K=0
CMYK
PROCESS
12.500000
25.000000
0.000000
0.000000
C=25 M=50 Y=0 K=0
CMYK
PROCESS
25.000000
50.000000
0.000000
0.000000
C=38 M=75 Y=0 K=0
CMYK
PROCESS
37.500000
75.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=0 M=25 Y=13 K=0
CMYK
PROCESS
0.000000
25.000000
12.500000
0.000000
C=0 M=50 Y=25 K=0
CMYK
PROCESS
0.000000
50.000000
25.000000
0.000000
C=0 M=75 Y=38 K=0
CMYK
PROCESS
0.000000
75.000000
37.500000
0.000000
C=0 M=100 Y=50 K=0
CMYK
PROCESS
0.000000
100.000000
50.000000
0.000000
C=0 M=13 Y=25 K=0
CMYK
PROCESS
0.000000
12.500000
25.000000
0.000000
C=0 M=25 Y=50 K=0
CMYK
PROCESS
0.000000
25.000000
50.000000
0.000000
C=0 M=38 Y=75 K=0
CMYK
PROCESS
0.000000
37.500000
75.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=13 M=0 Y=25 K=0
CMYK
PROCESS
12.500000
0.000000
25.000000
0.000000
C=25 M=0 Y=50 K=0
CMYK
PROCESS
25.000000
0.000000
50.000000
0.000000
C=38 M=0 Y=75 K=0
CMYK
PROCESS
37.500000
0.000000
75.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=25 M=0 Y=13 K=0
CMYK
PROCESS
25.000000
0.000000
12.500000
0.000000
C=50 M=0 Y=25 K=0
CMYK
PROCESS
50.000000
0.000000
25.000000
0.000000
C=75 M=0 Y=38 K=0
CMYK
PROCESS
75.000000
0.000000
37.500000
0.000000
C=100 M=0 Y=50 K=0
CMYK
PROCESS
100.000000
0.000000
50.000000
0.000000
C=25 M=13 Y=13 K=0
CMYK
PROCESS
25.000000
12.500000
12.500000
0.000000
C=50 M=25 Y=25 K=0
CMYK
PROCESS
50.000000
25.000000
25.000000
0.000000
C=75 M=38 Y=38 K=0
CMYK
PROCESS
75.000000
37.500000
37.500000
0.000000
C=100 M=50 Y=50 K=0
CMYK
PROCESS
100.000000
50.000000
50.000000
0.000000
C=25 M=25 Y=13 K=0
CMYK
PROCESS
25.000000
25.000000
12.500000
0.000000
C=50 M=50 Y=25 K=0
CMYK
PROCESS
50.000000
50.000000
25.000000
0.000000
C=75 M=75 Y=38 K=0
CMYK
PROCESS
75.000000
75.000000
37.500000
0.000000
C=100 M=100 Y=50 K=0
CMYK
PROCESS
100.000000
100.000000
50.000000
0.000000
C=13 M=25 Y=13 K=0
CMYK
PROCESS
12.500000
25.000000
12.500000
0.000000
C=25 M=50 Y=25 K=0
CMYK
PROCESS
25.000000
50.000000
25.000000
0.000000
C=38 M=75 Y=38 K=0
CMYK
PROCESS
37.500000
75.000000
37.500000
0.000000
C=50 M=100 Y=50 K=0
CMYK
PROCESS
50.000000
100.000000
50.000000
0.000000
C=13 M=25 Y=25 K=0
CMYK
PROCESS
12.500000
25.000000
25.000000
0.000000
C=25 M=50 Y=50 K=0
CMYK
PROCESS
25.000000
50.000000
50.000000
0.000000
C=38 M=75 Y=75 K=0
CMYK
PROCESS
37.500000
75.000000
75.000000
0.000000
C=50 M=100 Y=100 K=0
CMYK
PROCESS
50.000000
100.000000
100.000000
0.000000
C=13 M=13 Y=25 K=0
CMYK
PROCESS
12.500000
12.500000
25.000000
0.000000
C=25 M=25 Y=50 K=0
CMYK
PROCESS
25.000000
25.000000
50.000000
0.000000
C=38 M=38 Y=75 K=0
CMYK
PROCESS
37.500000
37.500000
75.000000
0.000000
C=50 M=50 Y=100 K=0
CMYK
PROCESS
50.000000
50.000000
100.000000
0.000000
C=25 M=13 Y=25 K=0
CMYK
PROCESS
25.000000
12.500000
25.000000
0.000000
C=50 M=25 Y=50 K=0
CMYK
PROCESS
50.000000
25.000000
50.000000
0.000000
C=75 M=38 Y=75 K=0
CMYK
PROCESS
75.000000
37.500000
75.000000
0.000000
C=100 M=50 Y=100 K=0
CMYK
PROCESS
100.000000
50.000000
100.000000
0.000000
Adobe PDF library 8.00
endstream
endobj
2 0 obj
<>
endobj
8 0 obj
<>
endobj
9 0 obj
[/View/Design]
endobj
10 0 obj
<>>>
endobj
7 0 obj
[8 0 R]
endobj
5 0 obj
<>/ProcSet[/PDF/Text]/Properties<>/ExtGState<>>>/Type/Page>>
endobj
33 0 obj
<>stream
Hko+"XrNlK~P[VߗCR8]-3f!_X}Y"؎+Q~Z-goK5\ᅦE]tBjɨu-"'5ڤD->,<.Q
lRXn 7#7hcl_^.O]2}_Y81rFYt4)q1KZP4)9lm:$͠