Taariika Sistemji Ruleet
Teemedannde ɗiɗi nde yimɓe ina mbinnda doosɗe ngam waylude pari maɓɓe.

Martingale ko teemedannde 18ɓiire; D’Alembert ko ganndo kiisa mo yiɗaano ngal innirtee; Labouchère ko ko politikajo jamaanu Victoria welinoo. Hay gootol e majje golliraano ndeen kadi.
Martingale
Innde ndee iwi ko e konngol fijooɓe kaalis Provence (à la martegalo, “no yimɓe Martigues ngaɗirta”, ɓe yimɓe ndenndi wiyatnoo ko ɓe hakkilaaki) ngam pari ɗiɗminaangal, winndaaɗo e saggitorɗe Farayse gila duuɓi 1760. Thorp (1984), rewrude e American Heritage Dictionary, ina rokka firo ɗimmo e daartol yimɓe: yimɓe Martigues ina njalnoo sabu golle maɓɓe paandaaɗe, e nder majje haɓɓugol tuuba maɓɓe e caggal, ndeen konngol ngol wonti “e laawol jalnoowo”. Ina woniino daartol jeertingol to Paris teemedannde 18ɓiire: Casanova ina sifa no o majjinirii kaalis keewɗo ɗiɗminde pari e faro to Venise e duuɓi 1750. Kiisa ka holliri ko waɗi ngal waawaa, keerol taabaltaabalKeerol taabalPari ɓurɗo famɗude e ɓurɗo mawnude jaɓaaɗo. Keerol dow ngol ko ngol dartinta jokkondirɗe pari ɓeydooje ɗiɗi laabi.Tar fof → e kaalis parikaalisKaalis pariKaalis fof ko seŋaa ngam fijde. Toppitagol kaalis pari ko ñaawde ko foti waɗeede e kala pari e kala jonnde.Tar fof → mo keerol woodi, faamaama ko adii duuɓi 1770. E miijo porobabilitematematikPorobabiliteSahaa njeñtudi, immorde 0 haa 1 walla 0% haa 100%. Limoore wootere: 1/37 = 2,70%.Tar fof →, “martingaledabareMartingaleJokkondiral pari ɓeydoowo pari ɗiɗi laabi caggal kala majjere. Ƴeew hello Dabareeji ngam anndude ko ngal waɗata e ko ngal waɗataa.Tar fof →” wontii konngol karallaagal e duuɓi 1930 ngam fijo potngomatematikFijo potngoFijo ngo hay sera wootere alaa ɓural: kala pari ina jogii njaru fodaandu potndu e seero.Tar fof →, ɗum ko huunde wootere nde Martingale ruleet wonaa.

D’Alembert
Jean le Rond d’Alembert winndii e nder Encyclopédie (1754) wonde caggal ndeen hoore yalti laabi keewɗi, sengo ngoɗngo ina ɓura gasde, ko ɗum woni wiyde adannde juumre fijoowo kaalis, e hunuko ganndo kiisa mawɗo. Sistem pari mo ɓeydata initekaalisInitePari fuɗɗoode mo sistem walla fijoowo gollirta. Jokkondirɗe pari ina cifee e initeeji ngam ɗi kuutoroo e kala taabal.Tar fof → caggal majjere, ittata inite caggal dañal, ko fijooɓe kaalis garɓe caggal, ɓe gomɗinɓe ko o gomɗinnoo, inniri mo. Kanko waɗaani ngal, e balɗe mo hakkil mum ɓuri laaɓde, o salanoo ngal.
Labouchère
Henry LabouchèredabareLabouchèreSistem momtugol: winndu jokkondiral limooje, waɗ pari kawrital limooje ɗiɗi ɗe ceeraaɗe, momt ɗe caggal dañal, ɓeydu pari majjinaaɗo caggal majjere.Tar fof → (1831–1912), jaayndiyanke, joom teyaatar e depitee Liberal, lollinii sistem momtugol ngol e nder mawɓe London e duuɓi 1870, ina wiyee o huutorii ngol to Monte-Carlo. Feere ndee, winndude lelnde limooje e waɗde pari e kawral cappirɗe ɗiɗi ɗee, ina adii mo. Innde makko tabiti sabu o lolliino e huuɗe goɗɗe, e sabu sistem oo ina jogii jikku seeɗa: ko ɓuri heewde ngol ina gollira, ɗum waɗi ngol wonti ko yeewtetee e ñamri hiirde.
Casanova ina majja tawa ina ɗiɗmina pari e faro. Martingale ina hiiɗi gila law.
D’Alembert ina saakita juumre nde caggal ɗuum sistem innirtee innde makko.
“Martingale” ina naata e saggitorɗe Farayse, wonde konngol fijooɓe kaalis.
Labouchère ina lollina momtugol to London.
Jokkondiral pari Fibonacci e Paroli ina feeña e defte fijo kaalis.
Sistemji “geɗe” ɗi fawii e doosgol taarorde ina njeeyee rewrude e posto.
Halmos, ɓii jaŋde Doob, ina holla wonde alaa sistem pari waawata waylude fijo bonɗo wonta fijo moƴƴo.
Ordinateeruuji ina njeewta kala sistem e simulaasiyoŋ. Fof ina kolla −1/37 kaalis pariyaaɗo fof.
Sistemji ɗin ina njeeyee e internet e njeñtuɗi ɗin, ƴeewtaaɗi e simulaasiyoŋ nder wanngorde e lowre ndee.
Teemedannde 20ɓiire
FibonaccidabareFibonacciJokkondiral pari jokkiingal tolno 1, 1, 2, 3, 5, 8, 13…: daawal gootal yeeso caggal majjere, daawe ɗiɗi gartude caggal dañal.Tar fof → e ParolidabareParoliJokkondiral pari caggal dañal: ɓeydu pari ɗiɗi laabi caggal dañal, ruttu e fuɗɗoode caggal majjere walla caggal dañe tati jokkondirɗe. Ina noddee kadi: Martingale huccitinaangal.Tar fof → naatii e defte fijo kaalis takko hitaande 1900. Hakkunde teemedannde ndee addii sistemji njeeyaaɗi rewrude e posto, kala gootol e seedeeyaagal e ahdi ruttingol kaalis, e simulaasiyoŋ ordinateer adiiɗi, holliruɗi ko kiisa wiynoo gila law. Hujja wonde alaa sistem waawata gollirde ina woodnoo: Joseph Doob (1936) e Paul Halmos (1939) kolliri wonde alaa doosgol suɓaade ndey e foti ko waɗetee pari waylata njeñtudi fodaandi fijo potngo walla bonngo, ƴeewndo Thorp 1969 ɓanngini sarɗiiji ɗii e no fijooɓe kaalis ndaɗndirta ɗi. Gila ndeen sistemji mbayliraaki; yeeygol tan eggi gila e kaayitaaji haa e widewo.

Miijo Juumɗo: Dabare Ruleet nde Dañata Sahaa KalaDabare Ruleet Fibonacci
Ko waɗi ɗi keddotoo
Sistem ina rokka fijoowo ko o waɗata e daartol ngol o yeewtata. Ko ɓuri heewde e jonɗe e ko ɓuri heewde e sistemji ina gasa e dañal pamarngal, ɗum ko daartol ɓurngol kiisa weltinde. Jonɗe majjere ɓuri famɗude, tee ina siftoree wonde ko kaakuure. Yeeygol hatojinaani fenaade e kot; ina haani tan hollirde jonnde dañal, tee ina keewi. Jaabawol ngol, 2,70% kaalis pariyaaɗo fofkaalisKaalis pariyaaɗo fofKawrital kaalis pariyaaɗo nder jonnde walla sahaa, limtaa kadi kaalis dañaaɗo pariyaaɗo kadi. Ina noddee kadi: handle, action.Tar fof →, ina woodi gila 1843, tee rewaani hay ndeen no jemma kaakuuje moƴƴe weltinirta.
Sistemji njeeyaaɗi
Njulaagu teemedannde 20ɓiire ɓeydii feeruuji mum, kala feere ko doosgol hesere pariiji bonɗi ɗin. Phase One ina yeeyirnoo $25 ɓeydaa 10% kaalis dañaaɗo soodoowo, e Phase Two ahdaaɗo so $500 yoɓaama, e “Inner Circle” e $5 000. Hay gootol e majje waylataa kiisa: njaru fodaandumatematikNjaru fodaanduNjeñtudi hakkundeere e kala pari e juuta. −1/37 pari ngam kala pari Orop laawol.Tar fof → jokkondiral pariiji ko kawral njaru fodaandu kala pari.
Ngol wonaa sistem
Doosɗe darnde: suɓaade ko adii foti ko majjinaa walla ko dañaa, ndeen yaltaade. Ina keewi ɗe njeeyee wonde ko geɗal sistem, tee ko kañje tan ngoni geɗal waɗngal huunde, sabu ɗe ina ustoo kaalis pariyaaɗo fof. Ɗe alaa mo ɗe innirtee, ɗum ina haani.
Naamne
Martingale, ina ɓura ɗi kala e teemedannde walla ko ɓuri ɗuum. Ɗiɗmingol pari caggal majjere ko miijo adanngo kala neɗɗo.
D’Alembert ɓuri ɓadaade ɗum, e nder mo anndaa. Pascal, Fermat, Huygens, Bernoulli e Laplace fof ina ɓannginii ko waɗi ɗi waawaa.
Sabu ko ɓuri heewde e jonɗe ina daña, widewo jonnde dañal ina newi waɗde.
Ƴeewndo weltinoowo

Teemedannde ɗiɗi inɗe. Limoore wootere.
Iwdi
- Thorp, E. O. “Optimal gambling systems for favorable games.”
- Thorp, E. O. The Mathematics of Gambling.
- Doob, J. L. “Note on probability.”
- Halmos, P. R. “Invariants of certain stochastic transformations: the mathematical theory of gambling systems.”
- d’Alembert, J. “Croix ou pile.”
- Schwartz, D. G. Roll the Bones: The History of Gambling.
- Kavanagh, T. M. Dice, Cards, Wheels: A Different History of French Culture.
- Bollman, M. Mathematics of the Big Four Casino Table Games: Blackjack, Baccarat, Craps, & Roulette.