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)
|
|
Opening Handicap |
Westerham |
Adjustment |
New Handicap |
|
|
Ian Bowden |
M |
5.6 |
|
0 |
5.6 |
John Capstick |
M |
7.9 |
44 |
(1.6) |
6.3 |
Mark Bignell |
M |
8.6 |
33 |
0.1 |
8.6 |
Matt Cross |
M |
6.9 |
|
0 |
6.9 |
James Clare (RH) |
M |
9.6 |
|
0 |
9.6 |
Will Hogan |
M |
12.7 |
29 |
0.5 |
13.2 |
Connor Smith |
M |
8.6 |
|
0 |
8.6 |
Spencer Williams |
M |
18.2 |
41 |
(1.5) |
16.7 |
Derek Ball |
M |
16.0 |
|
0 |
16.0 |
John Grosvenor |
M |
10.5 |
|
0 |
10.5 |
Brendan Carroll |
M |
16.0 |
22 |
1.0 |
16.0 |
Matt Hooper |
M |
16.7 |
34 |
0.0 |
16.7 |
Terry Portway |
M |
21.4 |
35 |
0.0 |
21.4 |
Peter McBride |
M / C |
18.0 |
|
0 |
18.0 |
Nigel Halliwell |
M |
21.0 |
27 |
0.5 |
21.0 |
Declan McGinn |
M |
26.4 |
|
0 |
26.4 |
Ben Le Lion |
M |
24.0 |
14 |
1.8 |
25.8 |
Donald Allan |
M / C |
24.0 |
20 |
1.2 |
24.0 |
James Clare (LH) |
M |
18.8 |
|
0 |
18.8 |
Shaun Bookham |
M |
28.0 |
34 |
0.0 |
28.0 |
Winn Faria |
M |
28.0 |
|
0.0 |
28.0 |
Rob Rowe |
G |
28.0 |
|
0 |
28.0 |
Richard Piller |
M |
28.0 |
13 |
1.9 |
28.0 |
Richard Cocks |
M |
28.0 |
|
0 |
28.0 |
James Woodward |
M |
36.0 |
|
0 |
36.0 |
Charlee Anderson |
M |
54.0 |
|
0 |
36.0 |
Pauline Morrow |
M |
54.0 |
17 |
1.5 |
54.0 |
Gretchen Jones |
M |
54.0 |
|
0 |
54.0 |
Jack Capstick |
G |
9.9 |
32 |
0.2 |
10.1 |
Mike Clare |
G |
8.0 |
|
0 |
8.0 |
Tony Bowyer |
G |
15.8 |
|
0 |
15.8 |
Ben Capstick |
G |
27.0 |
32 |
0.1 |
27.0 |
Chris Bertie |
G |
22.0 |
|
0 |
22.0 |
Ben Capstick |
|
27.0 |
|
0 |
27.0 |
Alex Booth |
|
16.0 |
|
0 |
16.0 |
Ambrose Jones |
G |
5.0 |
|
0 |
5.0 |
Nathan Portway |
G |
36.0 |
29 |
0.4 |
36.0 |