Outgoing statistics of 3-cards

Outgoing statistics of 3-cards, TC-depending games

This statistics displays the distribution of the outcomes, depending on TC, in case of a given 3-card combination and set strategy. (As the game will be finished according to the set strategy, if you want to check theoretical cases, set a strategy that always stands on two cards.) You will get factual information about the percentual distribution of bust, losing, push, win, and blackjack occasions and the gain, calculated to your first two cards and the dealer's card.

So you have chance to check or to improve every decision of the strategy. Furthermore, based on the distribution by TC you can define the TC values at which it is worthy to deviate from the basic strategy.

Settable parameters:

Dealer's card (10 hands)
First two cards of the player (divided to 34 cases)

Lines:

TC -6...+6

Columns:

Bust %
Loss %
Bust+loss %
Push %
Win %
Blackjack %
Win+blackjack %
Relative frequency - percentage of occurring of the set card combination at a given TC. 100 % is the number of the games where the card combination occurs.
Absolute frequency - percentage of occurring of the set card combination at a given TC. 100 % is the total number of the games.
Advantage% on the set card combination. Here you can select from 3 different display methods: advantage on the total bet (Total Bet Advantage / TBA), advantage on the initial bet (Initial Bet Advantage / IBA), and advantage without doubling and splitting (without Doubles & Splits / woDS).

Examples:

- The set card combination: dealer's card: ace, your first two cards: BJ, and you will see this in the lowest line of the table:

	Bust %	Loss %	B+L %	Push %	Win %	BJ %	W+BJ %	Relative %	Total %
Totals	0.00	0.00	0.00	30.87	0.00	69.13	69.13	100.00	0.35

That means if you have BJ and the dealer has an ace, then the push%=30.87, i.e. also the dealer will have BJ in this ratio.

It appears in the Total% column that this combination occurs in 0.35 %.

- The set card combination: dealer's card: any, your first two cards: 14, and you will see this in the lowest line of the table:

	Bust %	Loss %	B+L %	Push %	Win %	BJ %	W+BJ %	Relative %	Total %
Totals	15.69	29.04	44.73	1.81	22.72	0.00	22.72	100.00	7.11

This can be explained as follows: if you have 14 (4,T 5,9 or 6,8 and no ace, no pairs) then with the set basic strategy you will be busted in 15.7%, lose in 29%...(BJ is obviously 0% because if the value of your first two cards is 14 then you can not have blackjack.) Total% means again that you will have 14 in 7.1% of all games (excluding A3 and 7,7).

You can set the following two-card combinations:

sums (without ace and pair, 15 hands)
5	2,3
6	2,4
7	2,5 3,4
8	2,6 3,5
9	2,7 3,6 4,5
10	2,8 3,7 4,6
11	2,9 3,8 4,7 5,6
12	2,T 3,9 4,8 5,7
13	3,T 4,9 5,8 6,7
14	4,T 5,9 6,8
15	5,T 6,9 7,8
16	6,T 7,9
17	7,T 8,9
18	8,T
19	9,T

10 pairs

AA 22 33 44 55 66 77 88 99 TT

8 soft hands

A2 A3 A4 A5 A6 A7 A8 A9

and the a blackjack

Altogether 34 combinations.

Tip: Even if you set a strategy with splitting, the simulator will only register the result of the initial box, i.e. splitting of a pair (8,8) will be registered, as a hand with 88 and the card you get after splitting will not be considered. Surrender and insurance do not affect this statistics.

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