violentkun
Active Member
using violentkun's probablity formula calculator:
The inaccuracy is plus minus $1 at the max and it is due to my laziness to remove those cards that appeared, the number will still be accurate to the nearest third or fourth decimal point if we are talking about a 8 deck.
NORMAL HIT a 11 against a 10, player stand on 17 too.
Chance to PUSH :8.685745
Chance to WIN :47.162679
Chance to LOSE :44.150576
total win: 3.012103 in a 100 game/$10
(You win $30.1 in a 100 games)
DOUBLE a 11 against a 10
Chance to PUSH :8.685745
Chance to WIN :47.1937874
Chance to LOSE :46.5355241
total win: 0.6582633 in a 100 game/$10
(If each stake are doubled you win $10.7 in a 100 games)
using violentkun's multi games generator simulator version2
This lousy version again is based on infinite decks. But it won't far off compared to a 8 deck. There's no way u can hit 33 aces.
I give Dealer Card One a fixed value of 10
I randomised the other card.
Hit card is randomised.
Player has been given a hand of 11.
Hit card is randomised.
In 100000 games which u have a 11 vs 10 where you NORMAL HIT a 11 against a 10, player stand on 17.
player win 47383
dealer win 43721
Push: 8896
In 100000 games which u have a 11 vs 10 where you DOUBLE HIT a 11 against a 10. Winning and Losing is Doubled.
player win 93862
dealer win 93508
PUSH: 6315
The problem with doubling a 11 is not the problem with the doubled stake. But double a 11 you can only draw a single card and this reduced your chance significantly as sometimes u might need to draw 2 cards to beat the dealer. At no clear advantage at all doubling the stake is not a good choice. The formula say no, the simulator say no.
I have no problem with doubling a 11 against a 9,8,7 blar blar blar. Despite reduced my chance of winning. My doubled stake has compensate it and win more in long term.
I need more expert advise because i seem many expert BS chart telling us to double a 11 against a 10. My curiosity led me to an investigation, there's a need to clarify and also a need to point out any mistake i might made. But such simple calculation shall not have any mistake other than inaccuracy of only maybe 0.0005%
The inaccuracy is plus minus $1 at the max and it is due to my laziness to remove those cards that appeared, the number will still be accurate to the nearest third or fourth decimal point if we are talking about a 8 deck.
NORMAL HIT a 11 against a 10, player stand on 17 too.
Chance to PUSH :8.685745
Chance to WIN :47.162679
Chance to LOSE :44.150576
total win: 3.012103 in a 100 game/$10
(You win $30.1 in a 100 games)
DOUBLE a 11 against a 10
Chance to PUSH :8.685745
Chance to WIN :47.1937874
Chance to LOSE :46.5355241
total win: 0.6582633 in a 100 game/$10
(If each stake are doubled you win $10.7 in a 100 games)
using violentkun's multi games generator simulator version2
This lousy version again is based on infinite decks. But it won't far off compared to a 8 deck. There's no way u can hit 33 aces.
I give Dealer Card One a fixed value of 10
I randomised the other card.
Hit card is randomised.
Player has been given a hand of 11.
Hit card is randomised.
In 100000 games which u have a 11 vs 10 where you NORMAL HIT a 11 against a 10, player stand on 17.
player win 47383
dealer win 43721
Push: 8896
In 100000 games which u have a 11 vs 10 where you DOUBLE HIT a 11 against a 10. Winning and Losing is Doubled.
player win 93862
dealer win 93508
PUSH: 6315
The problem with doubling a 11 is not the problem with the doubled stake. But double a 11 you can only draw a single card and this reduced your chance significantly as sometimes u might need to draw 2 cards to beat the dealer. At no clear advantage at all doubling the stake is not a good choice. The formula say no, the simulator say no.
I have no problem with doubling a 11 against a 9,8,7 blar blar blar. Despite reduced my chance of winning. My doubled stake has compensate it and win more in long term.
I need more expert advise because i seem many expert BS chart telling us to double a 11 against a 10. My curiosity led me to an investigation, there's a need to clarify and also a need to point out any mistake i might made. But such simple calculation shall not have any mistake other than inaccuracy of only maybe 0.0005%
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