%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2018-Aggieland-Schedule
2018-02-28T11:15:24-06:00
2018-02-28T11:15:24-06:00
2018-02-28T11:15:24-05:00
Adobe Illustrator CC 22.0 (Windows)
164
256
JPEG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uuid:0763bd91-7d62-4c25-8f47-00132f3b63bc
xmp.did:c101ddc4-2ea3-ab4c-923e-e88088f99b96
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:a2292fc0-bb28-3f47-b06d-e7df8e570738
xmp.did:a2292fc0-bb28-3f47-b06d-e7df8e570738
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0b301f15-dd80-2244-bd20-de991f1d2861
2016-12-01T15:45:35-03:00
Adobe Illustrator CC 2015.3 (Windows)
/
saved
xmp.iid:c101ddc4-2ea3-ab4c-923e-e88088f99b96
2018-02-28T11:15:21-06:00
Adobe Illustrator CC 22.0 (Windows)
/
Print
False
False
1
24.000000
36.000000
Inches
ProximaNova-Semibold
Proxima Nova
Semibold
Open Type
Version 2.003
False
Mark Simonson - Proxima Nova Semibold.otf
ProximaNova-Black
Proxima Nova
Black
Open Type
Version 2.003
False
Mark Simonson - Proxima Nova Black.otf
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 2.003
False
Mark Simonson - Proxima Nova Bold.otf
Cyan
Magenta
Yellow
Black
Aggie Maroon
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
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
RGB
PROCESS
214
222
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
37
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=40 M=45 Y=50 K=5
RGB
PROCESS
154
132
121
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
Aggie Maroon
SPOT
100.000000
RGB
93
0
36
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
RGB
PROCESS
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
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 1728.0 2592.0]/Type/Page>>
endobj
11 0 obj
<>stream
HWmoF_臞\ě}.Ͳ\pH̚"JC|Ye8@퐳˫3L3<}LİzIF#þkHp$SR{ndQL
c:& LÌ^Z{u υ۩ZpE^rw,7qrXI3reÌyjz2N~%7+e9X|V\ȝٟ7b3#c9A-=ƒ[8u۩JJPI,o57`CFbfm^\{I+ntl%ƺnD)#YD%pghk{kn+}Ũ9j{ĭke;