Live Casino Betting System Calculator

Leave Base Bet at $10, Sessions at 5, and Profit Target at $50. Calculate. Target per Session is $10.00 and Base Units to Goal is 5.0. That is arithmetic, not an edge: $50 split across five sessions is $10 a session, and $50 is five $10 chips. The calculator is a planning worksheet for how a live-dealer evening is sliced. It does not estimate the probability of hitting the $50, it does not subtract house edge, and it does not turn a Martingale, Fibonacci, or Paroli into a winning method.

Change Profit Target to $100 with the same $10 base and 5 sessions. Per-session target becomes $20.00 and units-to-goal become 10.0. You now need the equivalent of ten base wins of one unit, or some mixture of wins, pushes, and larger bets, to cash the evening +$100. On a 1.06% banker baccarat table that is still a negative-EV plan; the worksheet only told you the shape of the goal. Change Sessions to 10 with target $50 and base $10: $5.00 per session, still 5.0 units to the global goal. More sessions mean a smaller per-session hurdle and more independent chances to stop, which is a bankroll-management statement, not a math edge.

Base Bet should be the unit you actually drop on the felt or click on the live-dealer UI: a $10 banker chip, a $10 roulette spot, a $10 blackjack box. Live casino games — baccarat, blackjack, roulette, sic bo, game shows with a live host — still have a house edge. The cards are real and the wheel is real, but the edge is the same combinatorial object as the RNG version. A "system" that raises the next stake after a loss does not change that edge; it changes variance and ruin probability, usually for the worse.

Use Target per Session as a stop-win reminder, not as a forecast. If session one books +$10, the worksheet says you are on pace; it does not say you should press. If session one books −$40, you are four base units below a $10 session target and the remaining four sessions would need to make up $90, which is 9.0 units, not 5.0. Re-run the calculator with Target $90, Sessions 4, Base $10 rather than "chasing" inside a system. The tool will dutifully print $22.50 and 9.0 and will still not make the edge positive.

If someone sold you a live-dealer progression that "hits $50 in five sessions," put their unit and target here and look at the unit count. Five units of expected profit on a 1%–2.7% edge game requires hundreds of base bets in expectation, not five. The worksheet's honesty is that it refuses to compute a win probability.

Live casino — studio-filmed tables with a human dealer, a real shoe or wheel, and a streaming overlay — is table-game math with a webcam. The baccarat tableau, the roulette 37- or 38-pocket edge, the blackjack composition, the sic bo 216-cell layout: none of these become fair because a person in Manila or Malta is turning the cards. Betting "systems" sold against that backdrop (Martingale recovery, 1-3-2-6, Paroli presses, session stop-wins) rearrange the path of your bankroll. They do not rearrange p_B = 45.86%. This calculator is deliberately not a system simulator. It divides a profit target by a session count and by a base chip so you can see the unit hill you claimed you would climb.

Session planning is still useful. A player who sits until the shoe is done, with no stop, will realise the full expected loss of every coup. A player who leaves at +$10 or at a time cap realises a truncated distribution: less expected hours, a slightly different mean (truncation on a negative-drift process usually makes the mean less negative per hour but does not flip the sign), and a hard cap on how good the night can be. Splitting a $50 goal into five $10 session goals is a truncation policy. Compute the units (5.0 at the default) and ask whether five units of positive drift is compatible with the game's edge and your patience. On banker baccarat you wait, in expectation, a long time for five units of luck; the drift is the other way.

History of "systems" is the history of gambler's fallacy with better branding. D'Alembert, Labouchère, Martingale, and Paroli were all sold as live-table methods centuries before studios. Live dealers did not rescue them. What live products did change is pace and side-bet density: a streamed baccarat table can deal 50-plus hands an hour with pair and dragon overlays that carry 10%+ edges. A session worksheet that ignores those side bets will understate expected loss if you play them. Keep Base Bet as the main-bet unit and treat side bets as a separate leak.

Do not use this page to size a Martingale. If the "system" doubles after a loss, the fifth consecutive loss is a 16-unit hole on a 1-unit base, which has nothing to do with the $10 per session the worksheet printed. Use the dedicated Martingale / Fibonacci / Labouchère tools for path risk. Use this one for the boring question: how many base chips is the profit I wrote on a sticky note?

Limits: no house edge input, no win probability, no dealer-error model, no latency, no table-limits. Target per Session = target / sessions. Base Units to Goal = target / base. That is the whole engine. A planning tool, not a beating system.

Live-dealer tables are table-game mathematics with a camera. The baccarat tableau, the roulette thirty-seven or thirty-eight pocket edge, the blackjack composition: none of these become fair because a person in a studio is turning the cards. Betting systems sold against that backdrop rearrange the path of a bankroll. They do not rearrange the banker win rate of about 45.86 percent. This worksheet is deliberately not a system simulator. It divides a profit target by a session count and by a base chip so you can see the unit hill you claimed you would climb. Profit per session equals target divided by sessions. Units to the goal equal target divided by the base bet, using a tiny floor on the base so a zero chip does not divide the universe.

The published defaults are a base bet of 10, five sessions, and a profit target of 50. Profit per session equals 50 / 5 = 10, displayed as 10.00. Units to the goal equal 50 / 10 = 5, displayed as 5.0. There is no probability in those two identities. Connecting them to a live table requires an external edge e and an external coup count k. Expected loss after k base bets is k times base times e. To have a mean profit of +50 you would need a negative edge, meaning a plus-expectation bet, or a luck term whose expectation is +50 plus the leak. For banker baccarat e is about 0.0106, so k × 10 × 0.0106 = 50 implies about 472 base bets of expected leak before you even ask luck for 50. Five sessions will not contain 472 coups unless the sessions are long, and if they are long the leak is the 50.

Change the target to 100 with the same 10 base and five sessions. Per-session target becomes 20.00 and units to the goal become 10.0. You now need the equivalent of ten base wins of one unit, or some mixture of wins, pushes, and larger bets, to cash the evening +100. On a 1.06 percent banker table that is still a negative-expectation plan; the worksheet only told you the shape of the goal. Change sessions to 10 with target 50 and base 10: 5.00 per session, still 5.0 units to the global goal. Splitting the evening into more slices does not reduce the hill. It only changes how you report it.

Martingale, Fibonacci, Paroli, and 1-3-2-6 are path rearrangements. They can hit a +50 stop-win more often than a flat 10 chip in a short window, at the cost of a fatter left tail when the recovery sequence collides with a table maximum or a ruined stack. Truncation at a stop-win or a time cap changes the realised mean: you cut the right tail of the house’s time on device and you also cut your own time. That is a different object from profit per session as target over n. Huygens’s expectation still applies to each coup; stopping rules change the number of coups, not the sign of the edge.

Assumptions: the division is defined, sessions are a planning integer, the base is the chip you called a unit. The worksheet does not subtract house edge, does not estimate the probability of hitting 50, and does not turn a progression into a winning method. Use it as a ledger of the hill. A player who sits until the shoe is done realises the full expected loss of every coup. A player who leaves at +10 realises a truncated distribution. Neither fact is printed here. Only 10.00 per session and 5.0 units.