Lets now look
at 2 very simple examples to highlight how this system works
- don't worry about the MATHS as this web site calculate
everything for you so you don't need to be good at maths.
Example 1
During last years premiership
season the match between Manchester United and Arsenal, it
was possible to bet on both teams and make a profit regardless
of who wins. You would even win if it was a draw. Three different
bookies gave prices on the teams as following:
Manchester United
to win 7/4 at Stan James
Arsenal to win
7/4 at Bet and Win
The Draw 7/1 at
William Hill
A bet of £36.36
on Manchester United to win at 7/4 =£99.99
(Basically £100)
A bet of £36.36
on Arsenal at 7/4 = £99.99 (Basically
£100)
A bet of £12.50
on the Draw at 7/1 = £100
If we look at what our
total bets were = £36.36 +£36.36 +£12.50
= £85.22 (i.e. the amount you bet)
The result was a guaranteed
payout of £100 regardless of who won!!!
This is called Arbitrage
and it produced a risk-free profit of £100 - £85.22
= £14.78
Now are you seeing
the relationship and the potential for arbitrage. £14.78
might not seem like a lot of money but when you do this four
or five times a day it soon mounts up, plus you can increase
your stakes (see example below)
WHAT WE TEACH YOU IS WHERE
TO FIND THESE ARBITRAGES AND HOW TO CALULATE HOW MUCH TO BET
- ALL YOU HAVE TO DO IS DECIDE HOW MUCH YOU WANT TO WIN! NONE
OF IT IS COMPLICATED AND A SIX YEAR OLD BOY COULD DO IT.
Example 2
During the semi-finals
at Wimbledon, in the match between Andy Roddick and Roger
Federer, it was possible to bet on both players and make
a profit regardless of who wins. Two bookies gave
the same price.
One Bookmaker
made the odds 6/4 for Andy Roddick
Another
made the odds 6/4 for Roger Federer
Andy Roddick to win
at 6/4 (40%). A bet of £400 returns £1000
Roger Federer to win at
6/4 (40%). A bet of £400 returns £1000
So, a bet of £400
on each candidate, a total of £800
meant our return was£1000 regardless of who won. A guaranteed
£200 risk-free profit!
So this arbitrage
produced a risk-free profit of £1000 - £800 =
£200.
Now you must be seeing
the relationship and the potential for arbitrage? Our information
uncovers much much more!
Remember - This system
still works if there are more than two possibilities (i.e.
If there are more players or there can be a draw).
