Teela One: A Two-Dozen Wheel-Order System

[Proofreaders2000]

Preface: A buddy of mine and I were trying to come up with ideas for 24 numbers.  The research gave me the idea that wheel-order connectiveness may be in the linking of two certain dozens. (European Wheel)

Procedure: Consider 1st and 3rd,  2nd and 3rd dozens.  When 1st dozen hits twice, play 2nd dozen & 3rd dozen.  When 2nd dozen hits twice, play 1st dozen and 3rd dozen.  Progression: 1,2--retrack or end session.

Test #1: Dublinbet Wheel #1: Unit size $10

...18,11,9

1st Dozen has hit twice, bet 2nd & 3rd Dozens:  30(win)+10
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...36,0,32,22,18

2nd Dozen has hit twice, bet 1st & 3rd Dozens: 4(win)+10
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End session

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Test #2: *BetVoyager RNG*: Unit size $10

...30,22,32,5,11

1st Dozen has hit twice, bet 2nd & 3rd Dozens:  27(win)+10

...32,35,18,18

2nd Dozen has hit twice, bet 1st & 3rd Dozens:  30(win)+10
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End session

[balint]

Talking about European wheel-order connectivity with dozens, in my opinion  have to play like this:
-when  two  2nd   doz.  ,  bet  1 and 3    (same like proof),  two prog.  steeps 1/1, 2/2
- when  two  3rd   doz.  , bet   1 and  2 ,    two prog.  steeps 1/1, 2/2
- when  two  1st   doz. ,  bet  - first steep(1/1) on 1 and 2 doz.
                                              -second  steep (2/2) on 1 and 3 doz.   

Looking at  eu.   wheel  will see:

A. 

Clockwise

-from 29 .  .  .  .  to.  .  .  .  .   32 ,  only 3rd doz.  + 1st doz.  (and 0)
-from 25.  .  .  .  .  to.  .  .  .  .  .  30,   3rd doz.  +1st doz.   + only two nbrs.   2nd doz.  (13,17)

So most  3rd +1st doz. 



B. 

Clockwise

-from 8.  .  .  .  .  to.  .  .  .  18 ,  2nd doz.  +1st doz.  + only two nmbrs.   3rd doz.  (33,31)
-from  15.  .  .  to.  .  .  2   , only 2nd doz.   + 1st doz. 

So most 2nd doz.   +1st dozen

1st doz.   is common for A and B. 

Maybe this will help us find a solution, an advantage. 

[balint]

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