Stan James Offer – ATP Paribas Masters Tennis

It’s the ATP Paribas Masters this week and Stan James are running a belter of an offer! Simply place a pre-match bet of £5.00 or more at odds of 1.25 (1/4) or more on any match during the tournament and Stan James will match the average of our first five bets placed on the BNP Paribas Masters, up to a maximum of £50.00. So, if we place 5 x £50.00 pre-match singles, they’ll give us a £50.00 free bet. Translated into matched betting terms, this gives us a guaranteed profit of £27.50 and here’s how…

Qualifying bet

If you’re unfamiliar with qualifying bets, please see my Qualifying Bet Strategy page for a walk-through guide on how they should be done.

This offer is available from 00:01 on Monday 2nd November 2015 until 23:59 on Sunday 8th November 2015.

Our qualifying bets must be placed at minimum odds of 1.25 (1/4) or above. The matched free bet will be the average of our first five bets placed on the ATP Paribas Masters up to a maximum of £50.00.

I like to place my exchange lay bets with Smarkets as they have great liquidity, the site is really easy to use and they only charge 2% commission in comparison to the 5% charged by other betting exchanges. We can calculate our lay stakes using the matched betting calculator.

stanjames

Aim to lose no more than £2.50 on each of our 5 qualifying bets

So we will lose approximately £12.50 on our qualifying bets in order to claim our £50.00 free bet.

Free bet

By using straightforward matched betting, we should be able to extract 80% of our £50.00 free bet as cash, so around £40.00.  If we take into consideration our qualifying loss of £12.50, this gives us a guaranteed profit of £27.50!

If you’re not sure how to extract 80% of the £50.00 free bet, please see my Free Bet Strategy page for a walkthrough guide on how it should be done.

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Matt Kirman - Matched Betting Blogger

Matt KirmanMatched Betting Blogger

Since 2014, I’ve blogged over £85,000 worth of profit, and made it my mission to make matched betting accessible to everyone.