%PDF-1.6
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Spring 2025 Intramural Schedule
Adobe Illustrator 28.3 (Macintosh)
2024-12-11T15:33:55-06:00
2024-12-11T15:33:55-06:00
2024-12-11T15:33:55-06:00
204
256
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:c3303653-d9d1-41b6-9806-5508b65c2b42
uuid:fb58327b-a9ba-2648-944d-858f7012590a
uuid:9e7f05b5-b7dd-bd47-9c4b-51340986d113
xmp.did:fbe3f5db-a615-445b-b829-4a01e2faa927
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:b109d7f3-de4d-4ab2-a77d-0728923d0c26
2024-07-18T14:54:24-05:00
Adobe Illustrator 28.3 (Macintosh)
/
saved
xmp.iid:c3303653-d9d1-41b6-9806-5508b65c2b42
2024-12-11T15:33:53-06:00
Adobe Illustrator 28.3 (Macintosh)
/
EmbedByReference
/Volumes/My Passport for Mac/Logos/Campus Rec/imlappLogo.png
xmp.did:FE60AEB182F411E7A90C88B4DE381540
xmp.iid:ccfce9c7-4e7a-4749-bba5-974e15c8c210
EmbedByReference
/Volumes/My Passport for Mac/Logos/Campus Rec/CORRECT StudentAffairsLogo_CampusRec_Horizontal_7.14.21.pdf
xmp.did:bcec7f49-dd09-4e30-89f4-5f45077b27c7
uuid:45be8a2d-e89b-ef45-b410-568e0f95469b
/Volumes/My Passport for Mac/Logos/Campus Rec/imlappLogo.png
xmp.did:FE60AEB182F411E7A90C88B4DE381540
xmp.iid:ccfce9c7-4e7a-4749-bba5-974e15c8c210
/Volumes/My Passport for Mac/Logos/Campus Rec/CORRECT StudentAffairsLogo_CampusRec_Horizontal_7.14.21.pdf
xmp.did:bcec7f49-dd09-4e30-89f4-5f45077b27c7
uuid:45be8a2d-e89b-ef45-b410-568e0f95469b
Web
Adobe Illustrator
1
True
True
8.500000
11.000000
Inches
AvenirNext-Regular
Avenir Next
Regular
TrueType
13.0d1e10
False
Avenir Next.ttc
CHEVERLY-Regular
CHEVERLY
Regular
Open Type
Version 1.000
False
CHEVERLY Regular-f272.otf
Jost-Regular
Jost
Regular
TrueType
Version 3.710
False
Jost Regular-c9f1.otf
FAAAAA+StainlessComp-Bold
FAAAAA+StainlessComp Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 123 C
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 123 C
SPOT
100.000000
LAB
83.593498
12
77
PANTONE Process Black CP
PROCESS
100.000000
RGB
35
31
32
R=255 G=126 B=168
PROCESS
100.000000
RGB
255
126
168
R=234 G=108 B=153
PROCESS
100.000000
RGB
234
108
153
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 17.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 45 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page/PieceInfo<>>>
endobj
14 0 obj
<>stream
H[s)H=RH-d