David Platt

Where the 1519.4 rating comes from

From 15 matches played between 30 May 2003 and 22 December 2016, and from them alone. Every line below was written at computation time: nothing is recomputed to show this page.

How to read this

On the right: the change this match produced, then the value before → after. A line's arrival value is the next line's starting value, down to the starting rating given to every newcomer. A ±0.0 is a counted match that did not move the rating, a walkover for instance.

15 matches, from the most recent to the first

beaten by Phil Taylor 0–3
22/12/16 · PDC World Darts Championship 2017 · First round · detail
−2.91522.3 1519.4
beat Martin Burchell 6–4
08/06/08 · UK Open 2008 · Second round · detail
+11.71510.6 1522.3
beaten by Mark Lawrence 4–9
08/06/08 · UK Open 2008 · Third round · detail
−13.91524.6 1510.6
beaten by Terry Jenkins 3–11
10/06/07 · UK Open 2007 · 5th Round best of 21 legs losers £1,500 · detail
−8.31532.9 1524.6
beat Mark Lawrence 11–7
10/06/07 · UK Open 2007 · Fourth round · detail
+9.71523.1 1532.9
beat Mick Chambers 6–4
09/06/06 · UK Open 2006 · detail
+24.11499.1 1523.1
beaten by Andy Callaby 6–8
09/06/06 · UK Open 2006 · detail
−23.71522.8 1499.1
beaten by Phil Taylor 0–3
22/12/05 · PDC World Darts Championship 2006 · First round · detail
−2.51525.3 1522.8
beaten by Norman Fletcher 2–4
10/06/05 · UK Open 2005 · detail
−27.51552.8 1525.3
beaten by Colin Monk 4–8
05/06/04 · UK Open 2004 · Results · detail
−21.21574.0 1552.8
beat Andy Hayfield 8–6
05/06/04 · UK Open 2004 · Results · detail
+22.11552.0 1574.0
beat Ritchie Buckle 5–4
04/06/04 · UK Open 2004 · Results · detail
+23.81528.1 1552.0
beaten by Les Fitton 3–5
31/05/03 · UK Open 2003 · detail
−26.31554.4 1528.1
beat Rod Harrington 5–2
30/05/03 · UK Open 2003 · detail
+30.41524.0 1554.4
beat Martyn Freeman 5–2
30/05/03 · UK Open 2003 · detail
+24.01500.0 1524.0

Only the matches the source publishes appear; what is missing is listed. The source gives the day, not the hour: two matches on the same day are ordered by a reproducible rule, which is not necessarily the real order.