%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 17 0 R 18 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
farm-ownership
Adobe Illustrator 25.4 (Macintosh)
2022-05-16T09:44:48-05:00
2022-05-16T09:44:48-05:00
2022-05-16T09:44:48-05:00
256
180
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:48b3f157-ba05-4b2a-a6e9-ba00b9503d69
uuid:32702b05-d411-6741-affb-85a7dcb458e5
xmp.iid:4142e90c-c042-404d-9f1b-ffa614ba3297
xmp.did:4142e90c-c042-404d-9f1b-ffa614ba3297
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:ada1e1d7-911e-410b-8cf4-3d987a206574
2019-02-07T17:16:09-06:00
Adobe Illustrator CC 22.0 (Macintosh)
/
saved
xmp.iid:48b3f157-ba05-4b2a-a6e9-ba00b9503d69
2022-05-16T09:44:46-05:00
Adobe Illustrator 25.4 (Macintosh)
/
Web
Adobe Illustrator
1
True
True
3.625000
3.708333
Inches
Arial-Black
Arial Black
Regular
Open Type
Version 5.00.1x
False
Arial Black.ttf
Lato-Light
Lato
Light
TrueType
Version 1.104; Western+Polish opensource
False
Lato-Light.ttf
Lato-Regular
Lato
Regular
TrueType
Version 1.104; Western+Polish opensource
False
Lato-Regular.ttf
Lato-Bold
Lato
Bold
TrueType
Version 1.104; Western+Polish opensource
False
Lato-Bold.ttf
Lato-BoldItalic
Lato
Bold Italic
TrueType
Version 1.104; Western+Polish opensource
False
Lato-BoldItalic.ttf
Lato-Black
Lato
Black
TrueType
Version 1.104; Western+Polish opensource
False
Lato-Black.ttf
Lato-BlackItalic
Lato
Black Italic
TrueType
Version 1.104; Western+Polish opensource
False
Lato-BlackItalic.ttf
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
Cyan
Magenta
Yellow
Black
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
C=0 M=0 Y=0 K=11
PROCESS
100.000000
RGB
228
229
230
C=0 M=0 Y=0 K=30
PROCESS
100.000000
RGB
187
189
192
Monochrome 5
PROCESS
100.000000
RGB
76
76
78
Monochrome 1
PROCESS
100.000000
RGB
245
245
246
Monochrome 2
PROCESS
100.000000
RGB
209
210
212
Monochrome 3
PROCESS
100.000000
RGB
165
167
169
Monochrome 4
PROCESS
100.000000
RGB
126
128
130
Green 5
PROCESS
100.000000
RGB
0
143
76
Green 1
PROCESS
100.000000
RGB
234
245
237
Green 2
PROCESS
100.000000
RGB
186
223
198
Green 3
PROCESS
100.000000
RGB
116
197
148
Green 4
PROCESS
100.000000
RGB
0
177
113
Red 5
PROCESS
100.000000
RGB
175
54
62
Red 1
PROCESS
100.000000
RGB
253
231
220
Red 2
PROCESS
100.000000
RGB
250
185
162
Red 3
PROCESS
100.000000
RGB
244
133
103
Red 4
PROCESS
100.000000
RGB
216
84
73
Blue 5
PROCESS
100.000000
RGB
0
111
180
Blue 4
PROCESS
100.000000
RGB
0
147
211
Blue 3
PROCESS
100.000000
RGB
97
179
227
Blue 2
PROCESS
100.000000
RGB
177
212
240
Blue 1
PROCESS
100.000000
RGB
230
239
249
C=0 M=0 Y=0 K=40
PROCESS
100.000000
RGB
167
169
171
C=0 M=0 Y=0 K=20
PROCESS
100.000000
RGB
209
210
212
C=15 M=5 Y=20 K=0
PROCESS
100.000000
RGB
216
224
205
C=5 M=27 Y=52 K=0
PROCESS
100.000000
RGB
239
189
133
C=0 M=0 Y=0 K=70
PROCESS
100.000000
RGB
109
110
112
Grays
1
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
Web Color Group
1
R=63 G=169 B=245
RGB
PROCESS
63
169
245
R=122 G=201 B=67
RGB
PROCESS
122
201
67
R=255 G=147 B=30
RGB
PROCESS
255
147
30
R=255 G=29 B=37
RGB
PROCESS
255
29
37
R=255 G=123 B=172
RGB
PROCESS
255
123
172
R=189 G=204 B=212
RGB
PROCESS
189
204
212
Adobe PDF library 16.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
20 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 261.0 267.0]/Type/Page>>
endobj
21 0 obj
<>stream
H|T[kJ~ׯzg{(uJqi}8ڲH9Kb;Nb\ff'0r~;⿂08lm8N7i?+&8amTh]A`ɓ8E\$E*)ӯc>9Չ>G2It]FO+'rUBx2x+E-ZҴҢo0r>؇?3Ye,7i9MQ6ؽ)Scd$c Z&R COT`1uc{.u|C|Eͤ2;[mzC]]_%lv֬uO;=r@U'N ~fБ]Ml~4}Xd(-M
:70%b^Ș Nhܮ30g8an7a^|)?!&XpQGӺCj7vD@'`ϧý0y DF\]z
Qtms8XznvIC