%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Club Reports
2018-03-20T10:08:59-05:00
2018-03-20T10:08:59-05:00
2018-03-20T10:08:59-05:00
Adobe Illustrator CC 22.0 (Macintosh)
256
164
JPEG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uuid:ffe0f637-da75-3a47-aed7-0fb4b53d5c9f
xmp.did:033d49fb-a429-4275-bcb1-5cd0f7f9239f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:2692b620-18af-415a-90b2-4534ce1b3d88
xmp.did:2692b620-18af-415a-90b2-4534ce1b3d88
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ece215f4-6413-422c-a42c-48ebaf7a5d11
2018-03-19T13:43:25-05:00
Adobe Illustrator CC 22.0 (Macintosh)
/
saved
xmp.iid:033d49fb-a429-4275-bcb1-5cd0f7f9239f
2018-03-20T10:08:55-05:00
Adobe Illustrator CC 22.0 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
Calibri-Bold
Calibri
Bold
Open Type
Version 1.00
False
Calibri Bold.ttf
HelveticaNeue
Helvetica Neue
Regular
TrueType
1.1d4
False
HelveticaNeue.dfont
HelveticaNeue-Italic
Helvetica Neue
Italic
TrueType
1.1d4
False
HelveticaNeue.dfont
HelveticaNeue-Medium
Helvetica Neue
Medium
TrueType
13.0d2e2
False
HelveticaNeue.ttc
HelveticaNeue-Bold
Helvetica Neue
Bold
TrueType
1.1d4
False
HelveticaNeue.dfont
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
27
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
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 15.00
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
15 0 obj
<>stream
HЄWлrл8}WеўоFк8utьЬдd7ыЌЭЉyHі"! 1I0МXЅПпг x)O&SЎВxCwЃћєщo#mv[Я=6ЃLў`Щш?3зй.vј?_вЕыmиЫшч_]vЬG?ћОЫцЬ?kцт?ГхvыЌжы%[{KgЕѓЬGЧїџр~СЦППcOя?=>Mц.ћЅГeучЩџќ#зйЌрcНйщџфoчЮЩяЯDH~(аЕч9+Жvнё$di!ce