Final Standings - Week 28
Posted: Thu Jun 29, 2017 10:09 pm
Amateur
Congrats to Biffa on winning the Hazard 9 tourney for Week 28 with a total of 2,012,000 dollars and gets 90,000 'Order of Merit' points.
Pro
Congrats to TheZiggy on winning the Hazard 9 tourney for Week 28 with a total of 2,053,000 dollars and gets 180,000 'Order of Merit' points.
Tour Pro
Congrats to Makosha on winning the Hazard 9 tourney for Week 28 with a total of 1,687,500 dollars and gets 360,000 'Order of Merit' points.
Thanks to all 34 players who played at least one round, up 4 on last week.
To view the details for Week 28 click on the following link ...
http://pgls.golfladders.co.uk/forums/to ... archive=28
If you have earned some 'Order of Merit' points this time round you can check them using the following link ...
http://pgls.golfladders.co.uk/forums/orderofmerit.php
In all 26 players completed all 4 rounds, up 1 on last week, with all of them managing to earn themselves some prize money.
The remaining 8 players completed the following number of Rounds ...
3 Rounds: 2 players
2 Rounds: 4 players
1 Round: 2 players
Congrats to Biffa on winning the Hazard 9 tourney for Week 28 with a total of 2,012,000 dollars and gets 90,000 'Order of Merit' points.
Pro
Congrats to TheZiggy on winning the Hazard 9 tourney for Week 28 with a total of 2,053,000 dollars and gets 180,000 'Order of Merit' points.
Tour Pro
Congrats to Makosha on winning the Hazard 9 tourney for Week 28 with a total of 1,687,500 dollars and gets 360,000 'Order of Merit' points.
Thanks to all 34 players who played at least one round, up 4 on last week.
To view the details for Week 28 click on the following link ...
http://pgls.golfladders.co.uk/forums/to ... archive=28
If you have earned some 'Order of Merit' points this time round you can check them using the following link ...
http://pgls.golfladders.co.uk/forums/orderofmerit.php
In all 26 players completed all 4 rounds, up 1 on last week, with all of them managing to earn themselves some prize money.
The remaining 8 players completed the following number of Rounds ...
3 Rounds: 2 players
2 Rounds: 4 players
1 Round: 2 players