%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
AB_calendar
2022-08-11T11:30:50-05:00
2022-08-11T11:30:50-05:00
2022-08-11T11:30:50-05:00
Adobe Illustrator 26.3 (Macintosh)
196
256
JPEG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uuid:54a92e6a-2bac-eb41-ba56-10de94b6a1b3
xmp.did:f0d76d22-e5a7-4176-85e0-cec8c0d98ff1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:6d97a68f-9406-474b-9d3c-5cb39c801c30
xmp.did:6d97a68f-9406-474b-9d3c-5cb39c801c30
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:ca1ab97b-fd6d-404c-9e52-9adb8756cae0
2021-11-02T21:50:14-05:00
Adobe Illustrator 24.1 (Macintosh)
/
saved
xmp.iid:f0d76d22-e5a7-4176-85e0-cec8c0d98ff1
2022-08-11T11:30:45-05:00
Adobe Illustrator 26.3 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
HypatiaSansPro-Light
Hypatia Sans Pro
Light
Open Type
Version 1.009;PS 1.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
HypatiaSansPro-Light.otf
HypatiaSansPro-Regular
Hypatia Sans Pro
Regular
Open Type
Version 1.009;PS 1.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
HypatiaSansPro-Regular.otf
HypatiaSansPro-Semibold
Hypatia Sans Pro
Semibold
Open Type
Version 1.009;PS 1.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
HypatiaSansPro-Semibold.otf
HypatiaSansPro-Bold
Hypatia Sans Pro
Bold
Open Type
Version 1.009;PS 1.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
HypatiaSansPro-Bold.otf
HypatiaSansPro-Black
Hypatia Sans Pro
Black
Open Type
Version 1.009;PS 1.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
HypatiaSansPro-Black.otf
Cyan
Magenta
Yellow
Black
PANTONE 123 C
PANTONE 144 C
PANTONE 376 C
PANTONE 326 C
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
PANTONE 123 C
SPOT
100.000000
LAB
83.921570
13
78
PANTONE 144 C
SPOT
100.000000
LAB
68.235291
35
76
PANTONE 326 C
SPOT
100.000000
LAB
63.137257
-49
-11
PANTONE 376 C
SPOT
100.000000
LAB
70.196075
-37
73
R=190 G=125 B=188 1
RGB
PROCESS
190
125
188
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
Adobe PDF library 16.07
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>stream
HԗO)x9L>JkGɱv@ uϫ.nOOVaW+6g?ܩgozݝ:<'eó˧C0ꠌ:C\|>~?hFL_p'(4،8bՇ_tMlpQpc`)9y9pwN>~
& "l$rVVHnk6dl7ٜW6ys&(7"bgՐ !yFQ?^