AURABLACKJACK

QUANTITATIVE MATHEMATICAL SYSTEM

Advanced Analytics
MATHEMATICAL ENGINE ACTIVE
01

The Mathematics of Card Counting

Card counting is a system of tracking the ratio of high cards to low cards remaining in the deck. It shifts the standard house edge (-0.5%) into a player advantage (up to +2.5%+) by adjusting bet sizes when the deck is rich in high cards.

The Hi-Lo System

-1 10, J, Q, K, A High Cards (Good for Player)
0 7, 8, 9 Neutral Cards
+1 2, 3, 4, 5, 6 Low Cards (Good for Dealer)
02

Card Counter Sandbox

Click cards below to "deal" them from the shoe and observe how the running count and deck penetration combine to calculate the exact True Count.

Deal Card to Felt:

Dealt Cards History:

Felt is empty. Deal some cards!
0
Running Count
6.0
Decks Left
0.0
True Count (RC / Decks Left)
03

Strategy & Deviations Matrix

Illustrious 18 Deviations

Drag the **True Count Slider** below. When deviations are active, observe how the strategy table cells dynamically transition, flash, and shift their optimal mathematical play.

-5 -4 -3 -2 -1 0 +1 +2 +3 +4 +5 +6
S Stand
H Hit
D Double
P Split
SU Surrender
Deviation Active

Active Deviations at Current True Count:

Playing perfect standard Basic Strategy.
04

Risk Sizing & Ruin Math

Determine your risk parameters. As True Count rises, player edge becomes highly positive, enabling aggressive bet spreads. Sizing bankrolls to variance is critical.

Player Advantage at Current TC: +0.00%
Optimal Kelly Sized Bet: $0.00 (0.00%)
Recommended System Bet: $25
0.0% SAFE

Risk of Ruin Equation:

$$R = e^{-2 \cdot \frac{\text{EV} \cdot B}{\sigma^2}}$$

Your calculated Risk of Ruin is 0.01%. This represents the probability of completely depleting your $10,000 bankroll before achieving long-run expected value.

05

High-Speed Monte Carlo Simulator

Run thousands of parallel blackjack games using your custom bankroll, base unit, spread, and strategy profile in a background worker thread. View real-time trajectories and statistics.

Ready to simulate

Live Bankroll Trajectories ($)

Observed Statistical Outcomes

Expected Value (EV) $0.00
Actual Net Result $0.00
Observed Advantage 0.00%
Ruin Rate (Bankruptcies) 0 / 10 (0.0%)
Max Single Drawdown $0.00
Hours Played (100 hands/hr) 0 hrs

Ending Bankroll Distribution