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Shane Malcolm Eglinton
right-hand batsman
right-arm medium bowler
Born: 01.10.1987 (present age 22y 11m 8d)
575 Al Brown Points (CURRENTLY IN 8th PLACE)

  REFRESH…

All Matches Batting Summary:

Innings
19
Aggregate
 303
Not Out
 4
Average
 20.2000
50's
 2
100's
 –
High Score
 72* vs. St Albans 2nd Grade 2A

 

All Matches Bowling & Fielding Summary:

OVERS
129.2
MAIDENS
20
RUNS
455
WICKETS
29
5WI's
1
ECONOMY
3.52
STRIKE RATE
26.8
Average
15.6897
Index*
9.20
BEST BOWLING
7 for 40 vs. Lancaster Park Woolston 2nd Grade 2A
FIELDING
13 catches, 0 stumpings, 3 run outs

 

All Matches Extended Batting Summary:

DATE
TEAM
OPPOSITION
RUNS
2A 2nd Grade LPW
0*
2A 2nd Grade Marist Harewood
0
2A 2nd Grade East Shirley
21
2A 2nd Grade OBC
20
2A 2nd Grade Riccarton
51*
2A 2nd Grade St Albans
72*
2A 2nd Grade Riccarton
21
2A 2nd Grade East Shirley
10
     
11
2A 2nd Grade East Shirley
14
2A 2nd Grade Marist Harewood
18
2A 2nd Grade Sydenham
7
2A 2nd Grade OBC
0
2B 3rd Grade LPW
5
2A 2nd Grade St Albans
0
     
30*
2A 2nd Grade Lancaster Park Woolston
9
     
10
2B 3rd Grade Riccarton
4

 

All Matches Extended Bowling Summary:

DATE TEAM OPPOSITION
O
M
R
W
2A LPW
10
3
17
2
2A Marist Harewood
10
0
34
3
2A East Shirley
6
1
22
0
2A OBC
8
0
36
0
2A Riccarton
4
0
19
2
2A St Albans
3
0
22
0
2A Riccarton
4
0
14
0
2A East Shirley
7
1
25
1
     
14
4
50
3
2A East Shirley
2
0
6
0
2A Marist Harewood
3
0
10
0
2A Sydenham
4
0
23
1
2A OBC
3.2
0
14
3
2B LPW
6
1
14
4
2A 2nd Grade St Albans
6
1
13
1
2A Lancaster Park Woolston
20
6
40
7
     
12
2
41
2
2B Riccarton
7
1
55
0

Batting Graphs:


Bowling Graphs:


The graphs are generated from the same data entered into the player database. The red line in the second graph shows a player's evolving batting average. The yellow line is the players batting average for the previous 5 innings.

* Bowling Index is a calculation of the bowlers overall net worth - taking into account a combination of wicket taking ability and bowling economy. It is calculated by multiplying bowling average by average runs conceded per ball. A lower index is better than a higher index.

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