Super Odds Treble – William Hill

There’s a big Saturday afternoon of football to look forward to and you don’t want to miss this William Hill Super Odds Treble! They’ve enhanced Liverpool, Norwich and Leeds all to win from 9/2 to a tasty 13/2. Translated into matched betting terms, this gives us a risk-free potential profit of £3.89 and here’s how…

Super Odds Treble:

The maximum stake for this price boost is £5.00.

At the time of writing, laying our bet with Smarkets gives us the biggest risk-free potential profit.

We can find the acca market via the following link trail…

Smarkets > Football > Accumulators > Saturday

We can calculate our underlay stake using my matched betting calculator. We just need to open up the ‘SHOW ADVANCED’ section and click the ‘UNDERLAY’ tab…

Select bet type

Back Bet (Bookie)

Advanced
%

Lay Bet (Betting Exchange)

%
Min £
Max £
Lay stake required: £
Bookie
Exchange
Cashback
Total
If back (bookie) bet wins
£
£
£
= £
If lay (exchange) bet wins
£
£
£
= £
Total profit: £

As you can see, the calculator tells us that our lay stake should be £5.11…

William Hill logo

Place £5.00 on Liverpool, Norwich & Leeds all to win @ 7.50 = Potential profit of £32.50

Smarkets logo

Lay £5.11 on ‘Liverpool, Norwich City & Leeds United all to win on Saturday, October 5th – Yes’ @ 6.60 = Potential liability of £28.61

Outcomes:

Let’s have a look at our profit/loss for the two potential outcomes…

Outcome Bookie Exchange Profit/Loss
Treble wins +£32.50 -£28.61 £3.89 profit
Treble doesn’t win -£5.00 +£5.00 £0.00

So, if our treble doesn’t win, we’ll break even and there’s no harm done. However, if our treble does win, we’ll make a nice risk-free profit of £3.89 on this William Hill Super Odds Treble!

* Liverpool were the only team to win their respective fixture, resulting in break even on this William Hill price boost. *

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Matt Kirman - Matched Betting Blogger

Matt KirmanMatched Betting Blogger

Since 2014, I’ve blogged over £70,000 worth of profit, and made it my mission to make matched betting accessible to everyone.