The number of cards in the dealersHand
function that yield a value of 10 is equal to 12
, while in playersHand
function it is 16
, as in classic Blackjack.
The dealersHand
function uses a modulo
operation with 13
to determine card values. Specifically, numbers 10, 11, 12, 23, 24, 25, 36, 37, 38, 49, 50, and 51 will yield a value of 10
due to the modulo 13 calculation. Numbers 13, 26, 39, and 52 will result in a value of 0. This means that there is roughly a 23.08% chance
of drawing a card that will be valued at 10
according to the dealersHand
function's logic.
But in the function playersHand
numbers 13, 26, 39, and 52
will result in a value of 10
as its calculation math is different from dealersHand
function.
This means that there is roughly a 30.77% chance
of drawing a card that will be valued at 10
according to the dealersHand
function's logic.
The dealer faces a reduced risk of receiving a high-value hand
compared to players who draw cards normally. This decrease in the likelihood of obtaining a 10-value card subsequently lowers
the dealer's chance of exceeding 21
and going bust
.
While the exact difference may seem small, this subtle adjustment in probabilities
can significantly impact the overall strategy andfairness
of the game. Players should be aware of this discrepancy when making decisions based on the dealer's upcard or their own hand strength.
Manual code review.
To ensure a fair play
in both dealer and player hands, the calculation math for function
for determining card values should be identical for both parties.
This ensures that neither the dealer nor the player has an unfair advantage
in the game.
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