%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 14 0 R 15 0 R 65 0 R 66 0 R 67 0 R 116 0 R 117 0 R 118 0 R 167 0 R 168 0 R 169 0 R 219 0 R 220 0 R 221 0 R 273 0 R 274 0 R 275 0 R 327 0 R 328 0 R 329 0 R 380 0 R 381 0 R 382 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ImpDates0816
Adobe Illustrator CC 22.1 (Macintosh)
2018-07-20T07:35:41-04:00
2018-07-20T09:50:13-04:00
2018-07-20T09:50:13-04:00
220
256
JPEG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xmp.did:763feaf5-0b20-411a-ac69-f4b6f91fadff
uuid:2da460c0-98d8-7449-9606-3502dc5ff363
proof:pdf
uuid:A410BA3B13BD11DEBBEDFA7A0B5CAA4B
uuid:47b19e6d-94a3-f04c-b6f2-99e017a3dced
xmp.did:6a11028c-99b5-4266-a1d5-f4e8b83c8d95
uuid:A410BA3B13BD11DEBBEDFA7A0B5CAA4B
proof:pdf
saved
xmp.iid:74117FD920071168B853DFAEE27E4D52
2010-03-11T08:29:28-05:00
Adobe Illustrator CS4
/
saved
xmp.iid:763feaf5-0b20-411a-ac69-f4b6f91fadff
2018-07-20T07:35:41-04:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
1
False
False
8.500000
11.000000
Inches
Optima-Regular
Optima
Regular
TrueType
13.0d1e2
False
Optima.ttc
Optima-Bold
Optima
Bold
TrueType
13.0d1e2
False
Optima.ttc
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Cond.otf
MyriadPro-Light
Myriad Pro
Light
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Light.otf
MyriadPro-LightIt
Myriad Pro
Light Italic
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-LightIt.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-It.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Bold.otf
MyriadPro-Black
Myriad Pro
Black
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Black.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
R=227 G=226 B=213
PROCESS
100.000000
CMYK
10.196100
7.058800
15.294100
0.000000
R=96 G=11 B=0
PROCESS
100.000000
CMYK
34.902000
94.902003
96.078402
55.294102
R=35 G=31 B=32
PROCESS
100.000000
CMYK
69.803900
67.451000
63.921601
74.117601
R=156 G=59 B=29
PROCESS
100.000000
CMYK
25.882399
85.882300
100.000000
21.568599
R=187 G=90 B=63
PROCESS
100.000000
CMYK
20.000000
75.294101
81.568599
7.843100
R=176 G=167 B=144
PROCESS
100.000000
CMYK
32.941201
29.411799
44.313699
0.392200
R=115 G=114 B=69
PROCESS
100.000000
CMYK
52.548999
41.568601
81.176502
20.784301
R=132 G=87 B=105
PROCESS
100.000000
CMYK
46.274501
69.803900
42.352900
15.686300
R=178 G=136 B=52
PROCESS
100.000000
CMYK
28.627399
43.529400
95.294100
6.666700
R=62 G=105 B=112
PROCESS
100.000000
CMYK
78.039199
46.274501
47.058800
17.647099
R=96 G=113 B=141
PROCESS
100.000000
CMYK
67.843097
52.156901
29.411799
5.882400
R=178 G=173 B=127
PROCESS
100.000000
CMYK
32.156900
25.097999
57.254899
0.392200
R=68 G=65 B=15
PROCESS
100.000000
CMYK
60.392201
53.725499
100.000000
52.156901
R=84 G=35 B=54
PROCESS
100.000000
CMYK
49.803901
85.490203
54.117602
51.372498
R=102 G=63 B=1
PROCESS
100.000000
CMYK
42.352900
66.274500
100.000000
44.705901
R=11 G=53 B=67
PROCESS
100.000000
CMYK
93.725502
67.451000
52.548999
48.627400
R=38 G=57 B=84
PROCESS
100.000000
CMYK
90.196103
75.686300
42.745101
35.686299
R=92 G=90 B=42
PROCESS
100.000000
CMYK
56.862700
47.843099
95.294100
34.902000
R=181 G=141 B=159
PROCESS
100.000000
CMYK
30.196100
47.451001
24.705900
0.000000
R=109 G=61 B=80
PROCESS
100.000000
CMYK
49.411801
78.823501
48.235300
30.980399
R=196 G=167 B=116
PROCESS
100.000000
CMYK
23.921600
31.372499
61.568600
0.784300
R=153 G=101 B=19
PROCESS
100.000000
CMYK
32.549000
58.039200
100.000000
18.823500
R=130 G=162 B=163
PROCESS
100.000000
CMYK
52.156901
25.882399
33.333299
0.392200
R=37 G=79 B=90
PROCESS
100.000000
CMYK
86.274499
56.862700
49.803901
31.764701
R=169 G=180 B=193
PROCESS
100.000000
CMYK
34.117600
22.745100
16.470601
0.000000
R=67 G=93 B=123
PROCESS
100.000000
CMYK
80.000001
60.784298
33.333299
12.941200
R=214 G=154 B=144
PROCESS
100.000000
CMYK
14.902000
43.529400
36.862701
0.000000
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000000
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000000
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000000
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000000
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000000
5.000000
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000000
0.000000
10.000000
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000000
10.000000
5.000000
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000000
10.000000
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
17 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 387 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
384 0 obj
<>stream
HtWK,)]L~ A``[Uݒmìb%ǗO}=刿>|S9XqLu?c>ZK;ŎrI>,cćDvjǓ(lvoK?ǯG?~8UfB->Q*~;;K}?Jvρ'Ph㬛>ٱ'0w"
fbvֹ ޏg?W5aqXй!>gPkJ|*vS&uC
n
pӘ'<5γ.n:G>&-_b?[87h*kɋqTZ&g!'0qjqgT"o_,7T#DR`ea`]|w`;D]-], PyY
6#acֈ):r+q&mAEcGGIBZ(kQͷ8qyU%b`
ݯ'6zH%=X8c㈮Bhag^[D>4dbP]hy\*e禊ATIg[غ#{K` ?=~|ǐH)s|n֯S6zeWUoV,!a`PXH_
[>