Bike Manawatu Track Meeting Results 22 Jan 2019
Please find the link for the track meeting results from 22 Jan 2019.
Some exceptional times posted for the 500m time trial especially in the wind.
Special mention to Jack Overweel who posted a time which was 1 second outside of Campbell Stewart's U15 500m record.
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)
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Tuesday 22nd January, 2019
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Johnston Park Velodrome, Fielding
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Race |
Race Format |
Rider Number |
Rider Name |
Placing |
Time |
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1 |
U15 Warm Up Race 5 Laps |
2 |
Lochie Foote |
21 |
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17 |
Wilson Hannon |
2 |
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12 |
Kylah Gunn |
3 |
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16 |
Georgia Simpson |
54 |
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18 |
Nikau Joseph |
5 |
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2 |
A Grade Warm Up Race |
13 |
Michael Richmond |
1 |
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8 Laps |
71 |
Ewan Cousins |
2 |
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60 |
Kyle Hoskin |
3 |
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3 |
Finnegan Murphy |
4 |
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9 |
Jack Overwheel |
5 |
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2A |
B Grade Warm Up Race |
18 |
Andrew Miller |
1 |
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6 Laps |
52 |
Ashleigh Gunn |
2 |
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5 |
Gabrielle Wildbore |
3 |
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Red 5 |
Peter Dickinson |
4 |
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2 |
Neriah Kaihe-Woolston |
5 |
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3 |
U15 500m Time Trial |
17 |
Wilson Hannon |
44.94 |
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13 |
Seth Cousins |
51.93 |
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18 |
Nikau Joseph |
48.42 |
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2 |
Lochie Foote |
45.86 |
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16 |
Georgia Simpson |
46.73 |
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12 |
Kylah Gunn |
46.39 |
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Red 4 |
Millie Murphy |
48.89 |
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7 |
Sophie Peters |
49.74 |
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3A |
A Grade 500m Time Trial |
20 |
Fergus Lloyd |
41.61 |
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12 |
Jack Carson |
42 |
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13 |
Michael Richmond |
40.91 |
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71 |
Ewan Cousins |
39.77 |
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4 |
Riley Tunnicliffe |
39.92 |
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60 |
Kyle Hoskin |
39.72 |
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9 |
Jack Overwheel |
39.9 |
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40 |
Chenuka Rajapaske |
41.14 |
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3 |
Finnegan Murphy |
40.03 |
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Angus Claasen |
37.87 |
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3B |
B Grade 500m Time Trial |
23 |
Andrew Miller |
43.57 |
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45 |
Mervyn Clarke |
48.91 |
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18 |
Matthew Mullins |
44.91 |
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5 |
Gabrielle Wildbore |
46.98 |
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50 |
Derek Clarke |
52.14 |
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43 |
Yvonne Clarke |
50.36 |
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5 |
Peter Dickinson |
46.33 |
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7 |
Adam Hamlin |
48.32 |
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2 |
Neriah Kaihe-Woolston |
46.66 |
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51 |
Travis Clarke |
47.93 |
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52 |
Ashleigh Gunn |
44.19 |
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4 |
U15 3 Lap Handicap |
2 |
Lochie Foote |
1 |
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17 |
Wilson Hannon |
2 |
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12 |
Kylah Gunn |
3 |
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18 |
Nikau Joseph |
4 |
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16 |
Georgia Simpson |
5 |
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5 |
Kierin's A Grade |
13 |
Michael Richmond |
1 |
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Race 1 |
71 |
Ewan Cousins |
2 |
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60 |
Kyle Hoskin |
3 |
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69 |
Libby Arbuckle |
4 |
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20 |
Fergus Lloyd |
5 |
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Keirin's A Grade |
9 |
Jack Overweel |
1 |
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Race 2 |
3 |
Finnegan Murphy |
2 |
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4 |
Riley Tunnicliffe |
3 |
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12 |
Jack Carson |
4 |
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40 |
Chenuka Rajapaske |
5 |
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5B |
B Grade 5 Lap Handicap |
52 |
Ashleigh Gunn |
1 |
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5 |
Gabrielle Wildbore |
2 |
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2 |
Neriah Kaihe-Woolston |
3 |
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5 |
Peter Dickinson |
4 |
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23 |
Andrew Miller |
5 |
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45 |
Mervyn Clarke |
6 |
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51 |
Travis Clarke |
7 |
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43 |
Yvonne Clarke |
8 |
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6 |
U15 3 Lap Handicap |
16 |
Georgia Simpson |
1 |
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7 |
Sophie Peters |
2 |
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2 |
Lochie Foote |
3 |
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12 |
Kylah Gunn |
4 |
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4 |
Millie Murphy |
5 |
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18 |
Nikau Joseph |
6 |
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17 |
Wilson Hannon |
7 |
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7A |
A Grade 4 Lap Handicap |
71 |
Ewan Cousins |
1 |
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3 |
Finnegan Murphy |
2 |
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20 |
Fergus Lloyd |
3 |
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9 |
Jack Overweel |
4 |
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4 |
Riley Tunnicliffe |
5 |
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13 |
Michael Richmond |
6 |
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12 |
Jack Carson |
7 |
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40 |
Chenuka Rajapaske |
8 |
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7B |
B Grade 3 Lap Handicap |
23 |
Andrew Miller |
1 |
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50 |
Derek Clarke |
2 |
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45 |
Mervyn Clarke |
3 |
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|
52 |
Ashleigh Gunn |
4 |
|
|
|
|
5 |
Peter Dickinson |
5 |
|
|
|
|
|
|
|
|
|
8 |
U15 8 Lap Handicap |
7 |
Sophie Peters |
1 |
|
|
|
|
2 |
Lochie Foote |
2 |
|
|
|
|
17 |
Wilson Hannon |
3 |
|
|
|
|
16 |
Georgia Simpson |
4 |
|
|
|
|
18 |
Nikau Joseph |
5 |
|
|
|
|
12 |
Kylah Gunn |
6 |
|
|
|
|
14 |
Millie Murphy |
7 |
|
|
|
|
|
|
|
|
|
8A |
A Grade 14 Lap Handicap |
69 |
Libby Arbuckle |
1 |
|
|
|
|
3 |
Finnegan Murphy |
2 |
|
|
|
|
20 |
Fergus Lloyd |
3 |
|
|
|
|
13 |
Michael Richmond |
4 |
|
|
|
|
60 |
Kyle Hoskin |
5 |
|
|
|
|
|
|
|
|
|
8B |
B Grade 8 Lap Handicap |
5 |
Gabrielle Wildbore |
1 |
|
|
|
|
52 |
Ashleigh Gunn |
2 |
|
|
|
|
45 |
Mervyn Clarke |
3 |
|
|
|
|
18 |
Matthew Mullins |
4 |
|
|
|
|
- |
Tim Lloyd |
5 |
Link to results HERE