%PDF-1.7
%
1 0 obj
<>/OCGs[12 0 R 13 0 R 14 0 R 15 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
Adobe Illustrator CC 2017 (Macintosh)
2017-06-14T16:20:40-05:00
2017-06-14T16:20:40-05:00
2017-06-14T16:20:40-05:00
256
184
JPEG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1
True
False
612.000000
792.000000
Points
HelveticaNeue-CondensedBlack
Helvetica Neue
Condensed Black
TrueType
10.0d40e1
False
HelveticaNeue.dfont
HelveticaNeue-Bold
Helvetica Neue
Bold
TrueType
10.0d40e1
False
HelveticaNeue.dfont
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
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Semibold.otf
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-SemiboldIt.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Bold.otf
Myriad-Bold
Myriad
Bold
Type 1
001.000
False
MyriaBol; Myriad
Cyan
Magenta
Yellow
Black
PANTONE 281 C
white
PANTONE 375 C
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
0
0
0
RGB Red
RGB
PROCESS
255
0
0
RGB Yellow
RGB
PROCESS
255
255
0
RGB Green
RGB
PROCESS
0
255
0
RGB Cyan
RGB
PROCESS
0
255
255
RGB Blue
RGB
PROCESS
0
0
255
RGB Magenta
RGB
PROCESS
255
0
255
R=193 G=39 B=45
RGB
PROCESS
193
39
45
R=237 G=28 B=36
RGB
PROCESS
237
28
36
R=241 G=90 B=36
RGB
PROCESS
241
90
36
R=247 G=147 B=30
RGB
PROCESS
247
147
30
R=251 G=176 B=59
RGB
PROCESS
251
176
59
R=252 G=238 B=33
RGB
PROCESS
252
238
33
R=217 G=224 B=33
RGB
PROCESS
217
224
33
R=140 G=198 B=63
RGB
PROCESS
140
198
63
R=57 G=181 B=74
RGB
PROCESS
57
181
74
R=0 G=146 B=69
RGB
PROCESS
0
146
69
R=0 G=104 B=55
RGB
PROCESS
0
104
55
R=34 G=181 B=115
RGB
PROCESS
34
181
115
R=0 G=169 B=157
RGB
PROCESS
0
169
157
R=41 G=171 B=226
RGB
PROCESS
41
171
226
R=0 G=113 B=188
RGB
PROCESS
0
113
188
R=46 G=49 B=146
RGB
PROCESS
46
49
146
R=27 G=20 B=100
RGB
PROCESS
27
20
100
R=102 G=45 B=145
RGB
PROCESS
102
45
145
R=147 G=39 B=143
RGB
PROCESS
147
39
143
R=158 G=0 B=93
RGB
PROCESS
158
0
93
R=212 G=20 B=90
RGB
PROCESS
212
20
90
R=237 G=30 B=121
RGB
PROCESS
237
30
121
R=199 G=178 B=153
RGB
PROCESS
199
178
153
R=153 G=134 B=117
RGB
PROCESS
153
134
117
R=115 G=99 B=87
RGB
PROCESS
115
99
87
R=83 G=71 B=65
RGB
PROCESS
83
71
65
R=198 G=156 B=109
RGB
PROCESS
198
156
109
R=166 G=124 B=82
RGB
PROCESS
166
124
82
R=140 G=98 B=57
RGB
PROCESS
140
98
57
R=117 G=76 B=36
RGB
PROCESS
117
76
36
R=96 G=56 B=19
RGB
PROCESS
96
56
19
R=66 G=33 B=11
RGB
PROCESS
66
33
11
R=0 G=0 B=0
RGB
PROCESS
0
0
0
R=26 G=26 B=26
RGB
PROCESS
26
26
26
R=51 G=51 B=51
RGB
PROCESS
51
51
51
R=77 G=77 B=77
RGB
PROCESS
77
77
77
R=102 G=102 B=102
RGB
PROCESS
102
102
102
R=128 G=128 B=128
RGB
PROCESS
128
128
128
R=153 G=153 B=153
RGB
PROCESS
153
153
153
R=179 G=179 B=179
RGB
PROCESS
179
179
179
R=204 G=204 B=204
RGB
PROCESS
204
204
204
R=230 G=230 B=230
RGB
PROCESS
230
230
230
R=242 G=242 B=242
RGB
PROCESS
242
242
242
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
0
0
0
Charcoal
RGB
PROCESS
63
63
63
Graphite
RGB
PROCESS
102
102
102
Ash
RGB
PROCESS
140
140
140
Smoke
RGB
PROCESS
178
178
178
Latte
RGB
PROCESS
228
188
150
Capuccino
RGB
PROCESS
213
151
88
Mochaccino
RGB
PROCESS
139
92
41
Chocolate
RGB
PROCESS
90
61
28
Mars Red
RGB
PROCESS
143
0
0
Ruby
RGB
PROCESS
191
0
0
Pure Red
RGB
PROCESS
255
0
0
Pumpkin
RGB
PROCESS
255
64
0
Squash
RGB
PROCESS
255
127
0
Sunshine
RGB
PROCESS
255
191
0
Yellow
RGB
PROCESS
255
255
0
Chartreuse Green
RGB
PROCESS
204
255
0
Fresh Grass Green
RGB
PROCESS
125
255
0
Pure Green
RGB
PROCESS
0
255
0
Spearmint
RGB
PROCESS
0
163
61
Holly Green
RGB
PROCESS
0
107
51
Sea Green
RGB
PROCESS
1
83
83
Caribbean Blue
RGB
PROCESS
4
115
145
Mediterranean Blue
RGB
PROCESS
0
160
198
Aloha Blue
RGB
PROCESS
0
96
182
Black Light Blue
RGB
PROCESS
0
60
255
Pure Blue
RGB
PROCESS
0
0
255
Sapphire Blue
RGB
PROCESS
34
16
210
Tanzanite
RGB
PROCESS
66
16
210
Brilliant Purple
RGB
PROCESS
93
16
210
Violet
RGB
PROCESS
130
16
210
Purple Orchid
RGB
PROCESS
171
16
210
Fuschia
RGB
PROCESS
208
16
177
R=55 G=70 B=93
RGB
PROCESS
55
70
93
R=242 G=242 B=2421
RGB
PROCESS
242
242
242
R=157 G=192 B=46
RGB
PROCESS
157
192
46
R=119 G=147 B=36
RGB
PROCESS
119
147
36
R=5 G=26 B=55
RGB
PROCESS
5
26
55
C=100 M=83 Y=24 K=7
PROCESS
100.000000
RGB
26
68
125
C=10 M=30 Y=90 K=3
PROCESS
100.000000
RGB
221
172
55
C=50 M=0 Y=15 K=41
PROCESS
100.000000
RGB
76
137
146
R=102 G=129 B=80
PROCESS
100.000000
RGB
102
129
80
C=15 M=100 Y=39 K=69
PROCESS
100.000000
RGB
92
0
37
PANTONE 281 C
SPOT
100.000000
LAB
12.941200
9
-41
white
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
PANTONE 375 C
SPOT
100.000000
LAB
78.823502
-40
77
R=27 G=69 B=126
PROCESS
100.000000
RGB
26
69
125
R=76 G=137 B=145
PROCESS
100.000000
RGB
76
137
145
R=93 G=0 B=37
PROCESS
100.000000
RGB
92
4
37
R=222 G=172 B=55
PROCESS
100.000000
RGB
222
172
52
application/pdf
TravisCounty-v2
proof:pdf
xmp.did:9493c7ff-a30e-4372-a1fd-fcb2a9eb3e83
uuid:d12c388d-c16a-2740-8ef1-b54586aedb8e
uuid:1e34be39-00eb-41bc-8f71-d93f94e492ab
uuid:50bc5d14-d217-404c-ad48-a6a1f0cba084
xmp.did:541b2e47-0754-476a-a74c-aec121691958
uuid:1e34be39-00eb-41bc-8f71-d93f94e492ab
proof:pdf
saved
xmp.iid:E53F4BE864CFE6118614E9B7C3CEE1A6
2017-01-01T00:33:24+10:00
Adobe Illustrator CS6 (Windows)
/
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:541b2e47-0754-476a-a74c-aec121691958
2017-06-13T17:09:08-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:9493c7ff-a30e-4372-a1fd-fcb2a9eb3e83
2017-06-14T16:20:36-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
17 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 38 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
18 0 obj
<>stream
H͎$
]z
dz A"f5lbe1`0?_5%-_t\YF5τqVy,1>9dž|83ncl#cf~tqdZ2˓/Tϒm>ۣd>zEg(?o_|RCr?KB[gM(g)Y8c<#RO\A*bi>ۢ3g[9~ϋLugo+e__ח[*cFxϲJsN 'Tަ
vT) Q*I2SގAmoR=0ZmǦ}:v=J[nC_gN|T= b1A1ӿ#68c#^2C8u`ݠ%Ǔ i#v##AJs&`N`ӻV&Jg,GVޙ4e5QU EPy{k'5u-\<-cf8eسOمֺ<+