%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
NG-Idaho-fastest-growing-v4
2017-12-15T10:19:49-05:00
2017-12-15T10:19:49-05:00
2017-12-15T10:19:49-04:00
Adobe Illustrator CC 2017 (Windows)
256
244
JPEG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uuid:68d66e15-655b-4ae6-b97e-3148320c34de
xmp.did:6d7e1ec6-f0cc-c84c-8114-447ca24ba6d9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:174cf8dd-4a95-0f49-b288-ffdd494a0b86
xmp.did:174cf8dd-4a95-0f49-b288-ffdd494a0b86
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:CF063E2E2DCDE2118CAA9CAA57BC4DB0
2013-06-04T11:41:10-04:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:6d7e1ec6-f0cc-c84c-8114-447ca24ba6d9
2017-12-15T10:19:46-05:00
Adobe Illustrator CC 2017 (Windows)
/
Print
False
True
1
648.000000
648.000000
Pixels
ArialMT
Arial
Regular
Open Type
Version 5.22
False
arial.ttf
Gotham-Book
Gotham
Book
Open Type
Version 3.201 Pro (Latin-X, Greek, Cyrillic-X)
False
Gotham-Book.otf
Gotham-Bold
Gotham
Bold
Open Type
Version 3.201 Pro (Latin-X, Greek, Cyrillic-X)
False
Gotham-Bold.otf
Gotham-Black
Gotham
Black
Open Type
Version 3.201 Pro (Latin-X, Greek, Cyrillic-X)
False
Gotham-Black.otf
Cyan
Magenta
Yellow
Black
C=81 M=24 Y=31 K=0
C=0 M=70 Y=78 K=0
Default Swatch Group
0
R=255 G=255 B=255 1
RGB
PROCESS
255
255
255
Black1
PROCESS
100.000000
RGB
35
31
31
C=0 M=0 Y=0 K=90 1
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
89.999402
CMYK Red
RGB
PROCESS
236
28
36
CMYK Yellow
RGB
PROCESS
255
241
0
CMYK Green
RGB
PROCESS
0
165
81
CMYK Cyan
RGB
PROCESS
0
173
238
CMYK Blue
RGB
PROCESS
46
49
145
CMYK Magenta
RGB
PROCESS
235
0
139
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
238
64
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
240
90
40
C=0 M=50 Y=100 K=0
RGB
PROCESS
246
146
30
C=0 M=35 Y=85 K=0
RGB
PROCESS
250
175
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
236
49
C=20 M=0 Y=100 K=0
PROCESS
100.000000
RGB
214
221
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
139
197
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
55
179
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
147
69
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
41
180
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
166
156
C=70 M=15 Y=0 K=0
RGB
PROCESS
38
169
224
C=85 M=50 Y=0 K=0
RGB
PROCESS
27
117
187
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
56
143
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
97
C=75 M=100 Y=0 K=0
RGB
PROCESS
101
45
144
C=50 M=100 Y=0 K=0
RGB
PROCESS
144
39
142
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
217
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
236
41
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
193
180
154
C=50 M=50 Y=60 K=25
RGB
PROCESS
113
101
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
90
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
195
153
107
C=30 M=50 Y=75 K=10
RGB
PROCESS
168
124
79
C=35 M=60 Y=80 K=25
RGB
PROCESS
138
93
59
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
40
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
56
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
59
35
20
C=100 M=47 Y=0 K=0 1
RGB
PROCESS
0
117
190
C=0 M=91 Y=72 K=23 1
RGB
PROCESS
191
48
56
PANTONE DS 176-1 C
SPOT
100.000000
CMYK
80.000299
100.000000
0.000000
0.000000
C=19 M=21 Y=21 K=0 1
RGB
PROCESS
205
193
188
C=40 M=45 Y=50 K=5
RGB
PROCESS
154
132
121
C=12 M=0 Y=34 K=0 1
RGB
PROCESS
227
236
185
C=36 M=4 Y=1 K=0 1
RGB
PROCESS
156
210
238
Black
PROCESS
100.000000
RGB
0
0
0
PANTONE 288 C
SPOT
100.000000
LAB
18.823500
8
-47
C=34 M=16 Y=3 K=0 1
RGB
PROCESS
164
191
221
C=76 M=60 Y=55 K=41 1
RGB
PROCESS
56
69
75
C=0 M=2 Y=13 K=0 1
RGB
PROCESS
253
246
223
C=16 M=100 Y=100 K=6 1
RGB
PROCESS
195
33
38
C=29 M=0 Y=0 K=60 1
SPOT
100.000000
CMYK
28.999999
0.000000
0.000000
60.000002
C=77 M=25 Y=45 K=3 1
RGB
PROCESS
55
144
142
C=2 M=5 Y=7 K=0 1
RGB
PROCESS
246
238
231
C=0 M=42 Y=75 K=40 1
RGB
PROCESS
163
108
53
C=35 M=12 Y=6 K=0 1
RGB
PROCESS
163
197
220
R=87 G=206 B=206 1
RGB
PROCESS
87
206
206
New Color Swatch 15
PROCESS
100.000000
RGB
247
147
29
R=247 G=147 B=38 1
RGB
PROCESS
247
147
38
R=239 G=138 B=98 1
RGB
PROCESS
239
138
98
R=55 G=89 B=119 1
RGB
PROCESS
55
89
119
R=152 G=30 B=29 1
RGB
PROCESS
152
30
29
C=0 M=89 Y=93 K=0
PROCESS
100.000000
RGB
59
82
44
C=100 M=0 Y=80 K=10
SPOT
100.000000
CMYK
100.000000
0.000000
80.000001
10.000000
C=57 M=35 Y=32 K=2
SPOT
100.000000
CMYK
56.999999
34.999999
31.999999
2.000000
C=95 M=75 Y=14 K=2
SPOT
100.000000
CMYK
94.999999
75.000000
14.000000
2.000000
C=66 M=0 Y=16 K=0
SPOT
100.000000
CMYK
66.000003
0.000000
16.000000
0.000000
C=81 M=24 Y=31 K=0
SPOT
100.000000
CMYK
81.000000
23.999999
31.000000
0.000000
C=35 M=15 Y=13 K=0
SPOT
100.000000
CMYK
34.999999
15.000001
13.000000
0.000000
C=73 M=52 Y=44 K=19
SPOT
100.000000
CMYK
73.000002
51.999998
44.000000
19.000000
C=100 M=50 Y=0 K=0
SPOT
100.000000
CMYK
100.000000
50.000000
0.000000
0.000000
C=0 M=70 Y=78 K=0
SPOT
100.000000
CMYK
0.000000
69.999999
77.999997
0.000000
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
64
64
65
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
112
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
129
132
C=0 M=0 Y=0 K=50
RGB
PROCESS
146
148
151
C=0 M=0 Y=0 K=40
RGB
PROCESS
166
168
171
C=0 M=0 Y=0 K=30
RGB
PROCESS
187
189
191
C=0 M=0 Y=0 K=20
RGB
PROCESS
208
210
211
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
241
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
236
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
241
101
34
C=0 M=10 Y=95 K=0
PROCESS
100.000000
RGB
255
221
21
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
34
64
153
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
151
Impressionism 4
1
C=46 M=33 Y=77 K=0
RGB
PROCESS
152
152
95
C=28 M=21 Y=47 K=2
RGB
PROCESS
182
180
142
C=62 M=45 Y=63 K=24
RGB
PROCESS
94
105
89
C=36 M=15 Y=33 K=0
RGB
PROCESS
166
189
173
C=55 M=22 Y=44 K=1
RGB
PROCESS
122
163
149
C=50 M=0 Y=25 K=19
RGB
PROCESS
102
172
168
R=39 G=164 B=169 1
RGB
PROCESS
39
164
169
Color Group 1
1
R=226 G=55 B=55
PROCESS
100.000000
RGB
226
54
54
R=255 G=176 B=76
PROCESS
100.000000
RGB
255
175
75
R=255 G=251 B=215 1
RGB
PROCESS
255
251
215
R=0 G=175 B=216
PROCESS
100.000000
RGB
0
175
216
R=8 G=146 B=183
PROCESS
100.000000
RGB
8
145
182
R=0 G=0 B=0
PROCESS
100.000000
RGB
0
0
0
R=255 G=255 B=255
RGB
PROCESS
255
255
255
White
RGB
PROCESS
255
255
255
R=98 G=104 B=97
PROCESS
100.000000
RGB
98
103
96
C=27 M=15 Y=27 K=0 1
PROCESS
100.000000
RGB
186
195
184
C=12 M=0 Y=3 K=0 1
RGB
PROCESS
220
239
243
R=58 G=80 B=104 1
RGB
PROCESS
58
80
104
Color Group 2
1
R=253 G=219 B=199
PROCESS
100.000000
RGB
253
219
199
R=209 G=229 B=240
PROCESS
100.000000
RGB
209
229
240
R=103 G=169 B=207
PROCESS
100.000000
RGB
103
169
207
R=33 G=102 B=172
PROCESS
100.000000
RGB
33
102
172
R=49 G=109 B=102 1
RGB
PROCESS
49
109
102
R=234 G=213 B=202 1
RGB
PROCESS
234
213
202
R=178 G=24 B=43 1
RGB
PROCESS
178
24
43
R=157 G=36 B=47 1
RGB
PROCESS
157
36
47
Color Group 3
1
R=33 G=102 B=172
PROCESS
100.000000
RGB
33
102
172
R=9 G=52 B=96
RGB
PROCESS
9
52
96
R=96 G=9 B=70
RGB
PROCESS
96
9
70
R=185 G=127 B=72
RGB
PROCESS
185
127
72
R=217 G=249 B=97
RGB
PROCESS
217
249
97
R=178 G=24 B=43
PROCESS
100.000000
RGB
178
24
43
R=178 G=24 B=43
PROCESS
92.000000
RGB
178
24
43
R=178 G=24 B=43
PROCESS
82.000000
RGB
178
24
43
R=93 G=102 B=105
PROCESS
100.000000
RGB
93
102
105
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 648.0 648.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWɎWԑ}̌\}-0`؆0M8ߋȬ=.ĉTd/n|s7}n:O~o7|uprS:yOͭxΥ<9M<ǿ19:<'tg?6=;}}O?ūSpG]e1rw/c7G(n|yퟩWN]H)<<|+>`>]o?϶QuM7n<+Hiz߰OKoQwo߽WU/5?XؗsBoLz\K(9HSCj|cY9\ sNyYQQRd:Oާ00\*$-HVp?p82+YqBrcfrV\ܘh.-Dh{ ) C[]~`( 91nrKe(!+wao]U.JG6Q.xD)H%\"4Wp:yvJHw`Rk"XPoxM4Lvs
M?oe%pA_t4Mf0Vt(=/~-ueV߮f)%=կ1W5V\)Y
,|
igfJ>2$*Ą̄P2\[\hv<ٷF=nQpx--|-ۤ۰It