2002 World Matchplay Darts

=Results=

1st Round

best of 19 legs (must win by 2 clear legs)
"Sunday 28 July"
*Dennis Smith (Eng,9) - Steve Brown(USA) 7 - 10
*Kevin Painter (Eng,16) - Dennis Priestley (Eng) 10 - 4
*Phil Taylor (Eng,1) - Shayne Burgess (Eng,q) 10 - 0"Monday 29 July"
*Ronnie Baxter (Eng,5) - Mark Holden (Eng,q) 10 - 1
*Denis Ovens (Eng,4) - Paul Whitworth (Eng,q) 10 - 3
*Jamie Harvey (Sco,12) - Andy Jenkins (Eng) 10 - 5
*John Lowe (Eng,13) - Alex Roy (Eng) 10 - 2
*Richie Burnett (Wal,8) - Chris Mason (Eng) 1 - 10
*Alan Warriner (Eng,2) - Les Fitton (Eng) 11 - 9
*Rod Harrington (Eng,15) - Keith Deller (Eng) 8 - 10
*Peter Manley (Eng,6) - Bob Anderson (Eng) 15 - 17"Tuesday 30 July"
*Colin Lloyd (Eng,7) - Mick Manning (Eng) 10 - 7
*Dave Askew (Eng,11) - Peter Evison (Eng) 10 - 4
*John Part (Can,3) - Mark Walsh (Eng,q) 10 - 0
*Steve Beaton (Eng,14) - Cliff Lazarenko (Eng) 8 - 10
*Roland Scholten (Ned,10) - Paul Williams (Eng) 10 - 8

2nd Round

best of 25 legs (must win by 2 clear legs)
"Tuesday 30 July"
*Phil Taylor (Eng,1) - Kevin Painter (Eng,16) 13 - 6
*Chris Mason (Eng) - Steve Brown(USA) 13 - 6"Wednesday 31 July"
*Ronnie Baxter (Eng,5) - Jamie Harvey (Sco,12) 13 - 7
*Denis Ovens (Eng,4) - John Lowe (Eng,13) 12 - 14
*Colin Lloyd (Eng,7) - Roland Scholten (Ned,10) 13 - 5
*Alan Warriner (Eng,2) - Keith Deller (Eng) 11 - 13
*Bob Anderson (Eng) - Dave Askew (Eng,11) 13 - 9
*John Part (Can,3) - Cliff Lazarenko (Eng) 13 - 9

Quarter Finals

best of 31 legs (must win by 2 clear legs)
"Thursday 1 August"
*Keith Deller (Eng) - Colin Lloyd (Eng,7) 6 - 16
*John Part (Can,3) - Bob Anderson (Eng) 16 - 5
*Phil Taylor (Eng,1) - Chris Mason (Eng) 16 - 7
(included 9 dart finish by Taylor)
*Ronnie Baxter (Eng,5) - John Lowe (Eng,13) 16 - 13

emi Finals

best of 33 legs (must win by 2 clear legs)
"Friday 2 August"
*Colin Lloyd (Eng,7) - John Part (Can,3) 12 - 17
*Phil Taylor (Eng,1) - John Lowe (Eng,13) 17 - 15

Final

best of 35 legs (must win by 2 clear legs)
"Saturday 3 August"
*John Part (Can,3) - Phil Taylor (Eng,1) 16 - 18