4d
8d
7d
as
ac
3d
10d
2h
6d
5c
qd
4c
6s
9c
2d
5s
jd
7s
9s
kd
8h
10s
8c
9h
kh
7c
3h
ks
2c
4s
4h
jc
qc
5d
qs
kc
2s
qh
10c
6c
5h
7h
6h
8s
3s
9d
ah
js
jh
ad
10h
3c

Card Counting Practice

Level: Easy Medium Hard
Show Count
Quiz me at random intervals

Card Counting Theory

Q: Why bother counting cards at all?
A: To hopefully make more money (or lose less) than we would otherwise!

Card counting theory suggests that we should have discipline over the size of our bets. Specifically, we should bet a larger amount when the count is positive and bet a smaller amount when the count is negative or zero. The rationale is that when the undealt part of the deck is rich in tens and face cards (i.e. the situation when the count is positive) the dealer stands a greater chance of busting because the dealer must hit until 17 or better while the player can choose to stand.

The card counting method implemented by this program assigns the value 1 to cards two through seven, 0 to the eights, -1 to cards nine, ten, jack, queen, king, and ace. So, in order to know the present count of the deck, as you watch the cards being dealt simply keep a tally in your head of the sum of the values for each card dealt (which will always be 1, 0, or -1 for any given single card).

What is the current count?
correct Correct! The count is
incorrect Incorrect! The count is
Finished! The count is always 0 when you get to the end of the full deck of 52 cards.