Changes

1 byte added ,  17:02, 20 June 2017
no edit summary
Line 9: Line 9:  
==The Golden Diagram==
 
==The Golden Diagram==
 
None of the above phenomena were quantified.  Based on Monte Carlo calculations and the application of a modified central limit theorem, Les Golden quantified these effects and indicated how players can regain some of their lost advantage by variations in strategy and a suggested betting sequence.   
 
None of the above phenomena were quantified.  Based on Monte Carlo calculations and the application of a modified central limit theorem, Les Golden quantified these effects and indicated how players can regain some of their lost advantage by variations in strategy and a suggested betting sequence.   
The step-wise betting strategy based on these findings was shown to increase the player's expected winnings by a factor of up to 2.6. [[File: Goldendiagram.JPG|450px|thumb|right|<small> The Golden Diagram for a value of high-low index of +6 in the complete point count system of Edward O. Thorp.  At given depths into deck packs noted, the curved lines provide the probability that the deck will achieve the high-low index value of +6.</small>]]
+
The step-wise betting strategy based on these findings was shown to increase the player's expected winnings by a factor of up to 2.6. [[File: Goldendiagrama.JPG|450px|thumb|right|<small> The Golden Diagram for a value of high-low index of +6 in the complete point count system of Edward O. Thorp.  At given depths into deck packs noted, the curved lines provide the probability that the deck will achieve the high-low index value of +6.</small>]]
    
==Advantages to Card Counters==
 
==Advantages to Card Counters==
809

edits