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Double Street Info

Started by RouletteGhost, Apr 19, 06:35 PM 2017

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RouletteGhost

How often do we see 6 unique double streets in a row? Where in 6 spins we have a number show from each double street
the key to winning with systems : play for a statistically irrelevant number of spins

link:[url="s://m.youtube.com/watch?v=nmJKY59NX8o"]s://m.youtube.com/watch?v=nmJKY59NX8o[/url]

Scarface

Statistically it's 1 in 7776.  1 in 6 chance each spin. After the first one shows in the next 5 spins (6×6×6×6×6=7776).  Somebody check my math here

RouletteGhost

getting 3 unique double streets in a row does not take long usually happens within minutes

so I am trying to create a system where we can bet against 6 unique lines in a row, betting after we see 3 unique

no special clues, riddles, flat earths, jesuits, or anything silly involved

just a little fun game play

no house edge claimed
the key to winning with systems : play for a statistically irrelevant number of spins

link:[url="s://m.youtube.com/watch?v=nmJKY59NX8o"]s://m.youtube.com/watch?v=nmJKY59NX8o[/url]

sugtips

Hi RG Sir,

Thanks for this Brilliant idea (at least its brilliant for me).

Can we do like this:

Wait for 3 unique DS to appear, then bet on all those 3 DS.
If Won restart.
If Lost wait for another 3 unique DS to appear and then bet those with 2X bet size.

OR safer side wait for 4 unique DS (it will take sometime and need patience but surely fruitful).

Thanks.
If you think you can, You can. If you think you can't, you are right.

Dane

If we ignore Zero, the probability of six unique DS in a row is: 5/6 X 4/6 X 3/6 X 2/6 X 1/6 = 0.01543209876.
Almost like the final countdown :)
NO NEGATIVE PROGRESSION ADDICT

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