%PDF-1.6
%
1 0 obj
<>/OCGs[27 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
BH COVID-19 Plan 21-22
Adobe Illustrator 25.2 (Windows)
2021-08-09T13:40:57-05:00
2021-08-09T13:40:57-05:00
2021-08-09T13:40:57-05:00
156
256
JPEG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uuid:C1BCCE1871B8DB11993190FCD52B4E9F
xmp.did:6b811455-b949-c44d-b2ca-a53dfdae8cb8
uuid:1fc4dcc1-8c07-4935-81c3-8186e626a3c5
proof:pdf
uuid:f9cd6b58-0d86-4caf-a313-dea4b5ca43c8
xmp.did:63554691-acb6-2847-94c4-ce4ee1440cbc
uuid:C1BCCE1871B8DB11993190FCD52B4E9F
proof:pdf
saved
xmp.iid:20bd8118-8870-a048-ae62-f0f50ae36a00
2020-07-09T12:58:53-05:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:6b811455-b949-c44d-b2ca-a53dfdae8cb8
2021-08-09T13:40:48-05:00
Adobe Illustrator 25.2 (Windows)
/
EmbedByReference
3jKYA3.tif
EmbedByReference
AefbLC.tif
3jKYA3.tif
AefbLC.tif
Mobile
Adobe Illustrator
1
True
False
1125.000000
2436.000000
Pixels
CallunaSans-Bold
Calluna Sans
Bold
Open Type
Version 2.040
False
8549
CallunaSans-BlackItalic
Calluna Sans
Black Italic
Open Type
Version 2.040
False
8556
CallunaSans-Semibold
Calluna Sans
Semibold
Open Type
Version 2.040
False
8553
CallunaSans-LightItalic
Calluna Sans
Light Italic
Open Type
Version 2.040
False
8552
CallunaSans-Italic
Calluna Sans
Italic
Open Type
Version 2.040
False
8547
CallunaSans-SemiboldItalic
Calluna Sans
Semibold Italic
Open Type
Version 2.040
False
8554
CallunaSans-Regular
Calluna Sans
Regular
Open Type
Version 2.040
False
8546
CallunaSans-Black
Calluna Sans
Black
Open Type
Version 2.040
False
8555
CallunaSans-BoldItalic
Calluna Sans
Bold Italic
Open Type
Version 2.040
False
8557
CallunaSans-Light
Calluna Sans
Light
Open Type
Version 2.040
False
8550
Calluna-Bold
Calluna
Bold
Open Type
Version 1.246;PS 001.001;hotconv 1.0.57;makeotf.lib2.0.21895
False
1999
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
MyriadVariableConcept-Roman
Myriad Variable Concept
Light Condensed
Open Type
Version 1.025;hotconv 1.0.108;makeotfexe 2.5.65593
False
MyriadVariableConcept-Roman.otf
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
6853
Calluna-Semibold
Calluna
Semibold
Open Type
Version 1.246;PS 001.001;hotconv 1.0.57;makeotf.lib2.0.21895
False
2018
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
PANTONE 166 CP
PROCESS
100.000000
RGB
241
99
33
R=9 G=84 B=204 1
RGB
PROCESS
9
84
204
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
Mobile Color Group
1
R=136 G=168 B=13
RGB
PROCESS
136
168
13
R=127 G=71 B=221
RGB
PROCESS
127
71
221
R=251 G=174 B=23
RGB
PROCESS
251
174
23
BH
1
C=18 M=81 Y=100 K=7
PROCESS
100.000000
RGB
193
79
39
R=239 G=126 B=69 1
RGB
PROCESS
239
126
69
C=0 M=75 Y=100 K=0
RGB
PROCESS
242
101
34
R=255 G=91 B=0 1
RGB
PROCESS
255
91
0
R=242 G=99 B=34 1
RGB
PROCESS
242
99
34
C=0 M=64 Y=80 K=0
RGB
PROCESS
244
123
67
C=11 M=56 Y=100 K=1
RGB
PROCESS
220
130
39
C=0 M=9 Y=16 K=0
RGB
PROCESS
255
231
209
C=100 M=92 Y=38 K=53
RGB
PROCESS
13
24
64
C=88 M=71 Y=0 K=0
RGB
PROCESS
50
91
169
C=97 M=69 Y=21 K=5
RGB
PROCESS
8
87
140
C=59 M=25 Y=0 K=27
RGB
PROCESS
78
128
170
C=55 M=25 Y=0 K=5
RGB
PROCESS
107
157
206
Colors
1
R=0 G=94 B=100 1
RGB
PROCESS
0
94
100
R=78 G=128 B=170 1
RGB
PROCESS
78
128
170
R=131 G=182 B=255 1
RGB
PROCESS
131
182
255
R=9 G=84 B=204
RGB
PROCESS
9
84
204
R=255 G=95 B=39 1
RGB
PROCESS
255
95
39
R=255 G=172 B=146 1
RGB
PROCESS
255
172
146
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
29 0 obj
<>
endobj
30 0 obj
<>
endobj
31 0 obj
<>
endobj
32 0 obj
<>
endobj
39 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 52 0 R/TrimBox[0.0 0.0 1125.0 2436.0]/Type/Page>>
endobj
40 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 55 0 R/TrimBox[0.0 0.0 1125.0 2436.0]/Type/Page>>
endobj
41 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 58 0 R/TrimBox[0.0 0.0 1125.0 2436.0]/Type/Page>>
endobj
42 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 61 0 R/TrimBox[0.0 0.0 1125.0 2436.0]/Type/Page>>
endobj
43 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 64 0 R/TrimBox[0.0 0.0 1125.0 2436.0]/Type/Page>>
endobj
44 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 68 0 R/TrimBox[0.0 0.0 1125.0 2436.0]/Type/Page>>
endobj
65 0 obj
<>stream
HWˎW{fG/Ea$Ak@]ݳ3x0,@&VlwWe#2p7/8-F9Ο~z_On)~X+Ki>O?<{q
~|obq>d??˻}/xyq89`,?{bWGB\ҒkÖ|?uɽ{XZk&V·_)ktW2B}\|]ԖҀi['*ʋoiKenKۅxT)/,嗚W
[YQy&g}nzsg84eugmş,Ji+