%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
StrategicPlan-22-24_v13
2022-04-25T16:11:34-07:00
2022-04-25T16:11:34-07:00
2022-04-25T16:11:34-07:00
Adobe Illustrator CS6 (Windows)
256
192
JPEG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:33458ca9-0b50-4732-840b-dfe3ecd5bc20
xmp.did:9683B6BED2C4EC1198C4B8397554AC5C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:9ce60503-6202-47fb-ac01-e74fcbb12fca
xmp.did:9383B6BED2C4EC1198C4B8397554AC5C
uuid:5D20892493BFDB11914A8590D31508C8
1
proof:pdf
saved
xmp.iid:ee2570ac-bc33-4fc9-9c5c-8f42f8950c19
2022-03-31T11:37:27-07:00
Adobe Illustrator 26.1 (Macintosh)
/
saved
xmp.iid:9683B6BED2C4EC1198C4B8397554AC5C
2022-04-25T16:11:29-07:00
Adobe Illustrator CS6 (Windows)
/
Print
AIRobin
False
True
1
11.000000
8.500000
Inches
Arial-Black
Arial
Black
Open Type
Version 5.23
False
ariblk.ttf
CocoSharpL-Extrabold
CocoSharp L
Extrabold
Open Type
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
CocoSharpL-Regular
CocoSharp L
Regular
Open Type
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
ClickBits-Arrows2
ClickBits
Arrows2
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
312219_1.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-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-BoldIt.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-Black
Myriad Pro
Black
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Black_0.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
237
28
36
CMYK Yellow
RGB
PROCESS
255
242
0
CMYK Green
RGB
PROCESS
0
166
81
CMYK Cyan
RGB
PROCESS
0
174
239
CMYK Blue
RGB
PROCESS
46
49
146
CMYK Magenta
RGB
PROCESS
236
0
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
239
65
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
241
90
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
247
148
29
C=0 M=35 Y=85 K=0
RGB
PROCESS
251
176
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
237
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
215
223
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
141
198
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
181
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
148
68
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
43
182
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
167
157
C=70 M=15 Y=0 K=0
RGB
PROCESS
39
170
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
28
117
188
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
57
144
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
98
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
45
145
C=50 M=100 Y=0 K=0
RGB
PROCESS
146
39
143
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
218
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
238
42
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
194
181
155
C=40 M=45 Y=50 K=5
RGB
PROCESS
155
133
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
102
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
196
154
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
169
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
139
94
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
41
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
57
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
21
C=58 M=31 Y=100 K=22
PROCESS
100.000000
RGB
103
122
49
C=39 M=13 Y=85 K=0
PROCESS
100.000000
RGB
166
186
83
C=18 M=5 Y=0 K=0
PROCESS
100.000000
RGB
204
225
244
C=51 M=18 Y=100 K=1
PROCESS
100.000000
RGB
140
169
60
C=29 M=0 Y=81 K=0
PROCESS
100.000000
RGB
191
216
90
C=29 M=0 Y=81 K=0 copy 2
PROCESS
100.000000
RGB
191
216
90
C=90 M=30 Y=95 K=30 1
PROCESS
100.000000
RGB
0
103
56
C=25 M=0 Y=6 K=0
PROCESS
100.000000
RGB
187
228
237
R=138 G=158 B=178
PROCESS
100.000000
RGB
137
158
177
R=237 G=224 B=209
PROCESS
100.000000
RGB
237
223
209
R=223 G=239 B=127
PROCESS
100.000000
RGB
223
239
126
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
65
64
66
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
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
130
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
147
149
152
C=0 M=0 Y=0 K=40
RGB
PROCESS
167
169
172
C=0 M=0 Y=0 K=30
RGB
PROCESS
188
190
192
C=0 M=0 Y=0 K=20
RGB
PROCESS
209
211
212
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
242
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
237
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
242
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
23
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
64
154
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
152
Color Group 1
1
C=45 M=17 Y=95 K=1
RGB
PROCESS
154
174
66
C=48 M=21 Y=93 K=2
RGB
PROCESS
145
164
68
C=39 M=10 Y=87 K=0
RGB
PROCESS
169
192
80
C=51 M=18 Y=100 K=1 1
PROCESS
100.000000
RGB
140
169
60
C=39 M=10 Y=87 K=15
PROCESS
100.000000
RGB
145
166
68
C=61 M=28 Y=100 K=9
RGB
PROCESS
110
140
58
C=65 M=34 Y=100 K=19
PROCESS
100.000000
RGB
94
119
52
C=51 M=25 Y=100 K=5
PROCESS
100.000000
RGB
136
153
57
C=0 M=0 Y=0 K=0
RGB
PROCESS
255
255
255
Color Group 2
1
C=84 M=13 Y=100 K=2
RGB
PROCESS
10
156
73
C=99 M=74 Y=14 K=2
RGB
PROCESS
1
83
147
C=0 M=0 Y=0 K=0 1
RGB
PROCESS
255
255
255
Color Group 3
1
C=39 M=10 Y=87 K=0 1
RGB
PROCESS
169
192
80
C=51 M=18 Y=100 K=1 1
PROCESS
100.000000
RGB
140
169
60
C=61 M=28 Y=100 K=9 1
RGB
PROCESS
110
140
58
C=65 M=34 Y=100 K=19
PROCESS
100.000000
RGB
94
119
52
Color Group 4
1
C=18 M=5 Y=0 K=0 1
RGB
PROCESS
204
225
245
C=33 M=13 Y=0 K=0
RGB
PROCESS
166
198
233
C=38 M=18 Y=0 K=0
RGB
PROCESS
154
187
226
Adobe PDF library 10.01
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 39 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
17 0 obj
<>stream
H[oW.f˲!#cy?8AQ+[/;ճ⒢"@vLuթS|=SZnҏO'o7'__z懻{ၽ^z`/?Wث쵓-c{K[h~{Q[⺟c;fyN)9.6SIs0ǥhϡTҜSe`