1983 World Darts Champion Keith Deller MBE delivers his prediction and tips for Thursday's fascinating Premier League matchup between Michael van Gerwen and Luke Humphries in Rotterdam.
Michael van Gerwen v Luke Humphries (20:45)
Michael van Gerwen was the winner in Birmingham last week, which will give him some confidence going into this match and it's confidence that helps your darts.
Despite that, I'm still backing Luke Humphries to win. He was unlucky against Luke Littler last week, losing the match in a deciding leg and the Nuke played incredibly well against him.
With that being said, this match could easily go all the way. There's a great chance of it being a 6-4 contest or better yet, a 6-5 match which would be brilliant to watch.
And I expect to see MvG come good in the 180s market. We know he loves the Treble 19 and he goes to that more when he's not hitting the Treble 20. But if he kicks in and starts hitting the Treble 20 on a regular basis, he should get the 180s, especially if it goes to 10 legs.
Read Michael Smith v Luke Littler prediction, tips and odds
Read Rob Cross v Gerwyn Price prediction, tips and odds
Read Peter Wright v Nathan Aspinall prediction, tips and odds
It's third versus second in the Premier League and both players will be desperate to prevail over a title rival, not least Michael van Gerwen with the home crowd behind him.
MvG is the 13/8 underdog in this contest, with world number one Luke Humphries priced at 8/13 to secure the win.
View all match markets and odds for Michael van Gerwen v Luke Humphries on site.
We've got a number of Bet Boosts >> available for Night 12 of the Premier League, including:
Match Double
Michael van Gerwen To Win Match & Most 180s
Was 5/1 >> Now 11/2
Alternative Total Legs
Over 10.5 Legs
Was 11/4 >> Now 3/1
Correct Leg Score
Michael van Gerwen to win 6-4
Was 13/2 >> Now 15/2
Alternative Handicaps
Luke Humphries -3.5
Was 7/2 >> Now 4/1
View all Bet Boosts for Michael van Gerwen v Luke Humphries on site.
Odds and Bet Boosts displayed were correct and available at the time of writing and are subject to fluctuation.