History an culture · History · 9 minute

Di history a roulette system dem

Two century a people a write dung rule fi change dem stake.

Short ansa

Martingale come fram di 18th century; D’Alembert name afta a mathematician weh neva like it; Labouchère a di hobby a a politician fram Victoria time. Nuh one a dem neva work back den neida.

Martingale
18th century, France
D’Alembert
afta 1717–1783
Labouchère
19th century, England
fus computer test
di 1950s dem

Martingale

Di name come fram Provençal gamblin slang (à la martegalo, “di way di people a Martigues do it”, an everybaddy did know dem fi reckless) fi a bet weh double, an French dictionary write it dung fram di 1760s. Thorp (1984), followin di American Heritage Dictionary, gi a second story: people did tek bad dem mout pon di people a Martigues fi dem funny way, like how dem lace dem trousers inna di back, suh di phrase come fi mean “inna a fool-fool way”. Inna Paris inna di 18th century it did done a warnin story: Casanova tell ow im lose a fortune a double up at faro inna Venice inna di 1750s. By di 1770s people did undastand di mathematics a wah mek it fail, di table limitpon di tableTable limitDi minimum an maximum bet dem allow. Di maximum a weh stop progression weh double up.Read di whole ting → an di bankrollmoney mattaBankrollAll di money yuh set aside fi play. Fi manage yuh bankroll mean yuh decide ow much a it yuh a go risk pon evry bet an evry session.Read di whole ting → weh have a end. Inna probabilitymathsProbabilityDi chance fi a result, fram 0 to 1 or 0% to 100%. One numba: 1/37 = 2.70%.Read di whole ting → theory, “martingalestrategy demMartingaleProgression weh double di bet afta evry loss. Look inna di Strategy section fi see wah it do an wah it nuh do.Read di whole ting →” tun a technical word inna di 1930s fi a fair gamemathsFair gameA game weh nuh side nuh have no edge: evry bet have a expected value a zero.Read di whole ting →, an dat a di one ting a roulette Martingale nuh be.

At faro inna Venice, a playa double up afta a loss, same like Casanova.

Di table limit dem inna roulette

D’Alembert

Jean le Rond d’Alembert argue inna di Encyclopédie (1754) seh afta a run a head, tail get more probable: a early version a di gambla fallacy, fram a top mathematician. Gambla dem weh come afta an did believe di same ting name di bettin system afta im: add one unitmoney mattaUnitDi base stake weh a system or a playa work wid. Dem describe progression inna unit suh dem work at any table.Read di whole ting → afta a loss an tek one off afta a win. Im neva propose it, an pon im good day dem im woulda turn it dung.

D'Alembert strategy fi roulette

Labouchère

Henry Labouchèrestrategy demLabouchèreCancellation system: write a line a numba, bet di sum a di two end, cross dem off afta a win, add di stake weh yuh lose afta a loss.Read di whole ting → (1831–1912), journalist, theatre owner an Liberal MP, mek di cancellation system popular inna London high society inna di 1870s, an people seh im use it inna Monte Carlo. Di method, weh yuh write a line a numba an bet di sum a di two end, older dan im. Im name stick cause im did famous fi odda ting, an cause di system have a rare quality: it usually work, an dat mek it sumting fi talk bout at dinner.

Di system dem an who dem name afta
di 1750s dem

Casanova lose a double up at faro. Martingale did done old aready.

1754

D’Alembert put out di fallacy weh later carry im name as a system.

di 1760s dem

“Martingale” go inna French dictionary as gamblin slang.

di 1870s dem

Labouchère mek cancellation popular inna London.

di 1890s dem

Fibonacci an Paroli progression show up inna gamblin manual.

di 1900s dem

“Sector” system weh build pon di wheel layout, sell by mail order.

1939

Halmos, a student a Doob, prove seh nuh bettin system cyaan tun a bad game into a good one.

di 1950s–60s dem

Computer simulate evry system. All a dem show −1/37 a di turnover.

dese days

Di same system dem a sell online wid di same result, an yuh can simulate dem inna a browser pon dis site.

Roulette inna Monte CarloLabouchère strategy fi roulette

Di 20th century

Fibonaccistrategy demFibonacciProgression weh follow di sequence 1, 1, 2, 3, 5, 8, 13…: one step forward afta a loss, two step back afta a win.Read di whole ting → an Parolistrategy demParoliPositive progression: double afta a win, start ova afta a loss or afta tree win straight. Nex name: reverse Martingale.Read di whole ting → go inna gamblin manual roun 1900. Di middle a di century bring mail-order system, evry one wid a testimonial an a money-back guarantee, an di fus computer simulation, weh show wah di mathematics did done seh. Di proof seh nuh system cyaan work did deh deh aready: Joseph Doob (1936) an Paul Halmos (1939) show seh nuh rule fi pick wen an ow much fi bet cyaan change di expected result a a fair or bad game, an Thorp survey inna 1969 lay out di condition dem di way gambla meet dem. Fram den, di system dem nuh change; di marketing jus move fram pamphlet to video.

A operator check a mail-order system wid computer simulation, an di line jus a drop.

Myth: a roulette strategy weh always winFibonacci strategy fi roulette

Wah mek dem still deh roun

A system gi a playa sumting fi do an a story fi tell. Mos session unda mos system end wid a likkle win, an dat a betta story dan di arithmetic. Di losin session dem nuh come as often, an people memba dem as bad luck. Di marketing nuh haffi lie bout di odds; it jus haffi show a winnin session, an nuff a dem deh. Di argument gainst it, 2.70% a di turnovermoney mattaTurnoverAll di money yuh bet ova a session or a period, countin di winnins yuh bet again (all di money yuh bet, roun afta roun). Nex name: handle, action.Read di whole ting →, deh roun fram 1843, an it neva convince people like a lucky night.

systemcenturywah people did believe it dowah it do fi true
Martingale18th centuryguarantee a win by doublinwin likkle often; lose big now an den; −2.70%
D’Alembert18th–19th centuryuse di balance between win an lossstake creep up; −2.70%
Labouchère19th centuryguarantee di total a di lineusually clear; sometime run weh; −2.70%
Fibonacci19th–20th centurya softa Martingaleclimb slow, drop fram higher; −2.70%
Paroli19th–20th centuryride di winnin run demnuff likkle loss, big win now an den; −2.70%
Sector system20th centuryuse di wheel layoutnutten; −2.70%

System fi sell

Di trade inna di 20th century add it own scheme dem, evry one a new arrangement a di same negative bet dem. Phase One did sell fi $25 plus 10% a di buyer winnins, wid a Phase Two promise once yuh pay $500, an a “Inner Circle” fi $5,000. Nuh one a dem nuh change di arithmetic: di expected valuemathsExpected valueDi average result pon evry bet inna di long run. −1/37 a di stake fi evry standard European bet.Read di whole ting → a a string a bet a di sum a dem expected value.

systemdi ideawah really happen
Phase Oneafta five red, bet black pon a scale a 5, 25, 70, 200, 500 an 1,000 unitdi sixth spin still a 18/38 red; six loss straight, bout 1 outta 47 pon a double-zero wheel, cost 1,800 unit
Watchin fi zerowait fi 40 spin widout 0 or 00, den bet both, an add a unit afta evry missdi zero dem nuh owe yuh: both a dem miss 40 spin bout one time outta nine, an di nex spin still a 2 outta 38. Ten more miss cost 110 unit; a hit pon di eleventh one pay 264 net. Di only effect a less bet while yuh a wait
Favored 5wait till five numba repeat, den bet pon demevry run a spin have repeat; pon a wheel weh keep up good, dem nuh predict nutten
ROL / BEH rotationflat even-money bet weh rotate tru red, odd, low an black, even, higha string a independent bet, evry one wid di full edge
Bartschelly “Guaranteed” systema Labouchère weh spread evry loss ova di numba dem weh deh deh aready instead a add it pon di enddi line neva get longa; di stake dem grow same way

Di one weh nuh be a system

Stop rule: yuh decide fus ow much fi lose or win, an den yuh lef. Dem often sell it as part a a system, an a di only part weh do anyting, cause it cut dung di turnover. Nobaddy nuh name afta it, an dat fit.

Question dem

Which system a di oldest?

Martingale, by a century or more. Doublin afta a loss a di fus idea everybaddy get.

Any famous mathematician did back a system?

D’Alembert come di closest, by accident. Pascal, Fermat, Huygens, Bernoulli an Laplace all explain wah mek dem fail.

Wah mek system still a sell?

Cause mos session win, an a video a a winnin session cheap fi mek.

Sumting fi laugh

Two century a name. One numba.

Two century a name. One numba.

Source dem

  1. Thorp, E. O. “Optimal gambling systems for favorable games.” Review of the International Statistical Institute 37(3), 1969.
  2. Thorp, E. O. The Mathematics of Gambling. Gambling Times / Lyle Stuart, 1984.
  3. Doob, J. L. “Note on probability.” Annals of Mathematics 37(2), 1936.
  4. Halmos, P. R. “Invariants of certain stochastic transformations: the mathematical theory of gambling systems.” Duke Mathematical Journal 5(2), 1939.
  5. d’Alembert, J. “Croix ou pile.” Encyclopédie, volume 4, 1754.
  6. Schwartz, D. G. Roll the Bones: The History of Gambling. Gotham, 2006.
  7. Kavanagh, T. M. Dice, Cards, Wheels: A Different History of French Culture. University of Pennsylvania Press, 2005.
  8. Bollman, M. Mathematics of the Big Four Casino Table Games: Blackjack, Baccarat, Craps, & Roulette. CRC Press, 2021. Chapter 2, roulette.
wi check it 2026-09-28model: European wheel, single zeroow wi work it out ↗source dem ↗