Re: Fibonacci and the roullette wheel
- From: "Richard Henry" <rphenry@xxxxxxxx>
- Date: Mon, 24 Apr 2006 08:00:51 -0700
"Alexander Donis" <sandy@xxxxxxxxxxx> wrote in message
news:4277905.1145886917367.JavaMail.jakarta@xxxxxxxxxxxxxxxxxxxxxxxxx
You are of course right about the numbers. However with regards to theodds - a block of 12 does pay 2 to 1 but you also get your stake back which
makes it the equivaqlent of 3 to 1.
point in the sequence the total bets placed for that sequence is equal to 2
Using the fibonacci sequence 1,1,2,3,5,8,13,21,34......n, at any given
interations along the sequence minus 1.
sequence finally ends you would have bet 20 units in total. If the winning
Therefore in the example above if you had got to betting 8 units when the
bet pays 2 to 1 plus return of stake then the return is 24 units.
profit when the sequence ends.
In fact the further along the sequence you go the higher is the total
the 0 or double 0. However these are irrelevant to the sequence since they
Most people though seem to think that the casino always wins because of
merely represent a losing bet and you move further along the sequence.
every number other then the 0 or double 0, you would require a long sequence
Since the bets would be placed on each of the block bets, thus covering
of results landing on 0 or double 0 to prevent a profit. Or alternatively
for one of the block bets to run for a very long time before finishing.
one of the block bets, are there any other reasons why this would not work.
As stated in my original question, other than a long losing sequence on
My suggestion: gather as much money together as you can. Then write a
letter to your targeted casino explaining your planned method of attack, and
how much money you have to pursue your objective. If the amount of money is
large enough, they will provide you with transportation, rooms, meals,
drinks, and anything else your heart desires.
.
- References:
- Fibonacci and the roullette wheel
- From: Alexander Donis
- Re: Fibonacci and the roullette wheel
- From: Alexander Donis
- Fibonacci and the roullette wheel
- Prev by Date: Re: is mathematics just a tautology?
- Next by Date: [newbie] Function of one discrete RV
- Previous by thread: Re: Fibonacci and the roullette wheel
- Next by thread: Re: Fibonacci and the roullette wheel
- Index(es):
Relevant Pages
|