Nhoroondo neTsika · Nhoroondo · maminitsi 9

Nhoroondo yeMasisitimu eRoulette

Mazana maviri emakore evanhu vachinyora mitemo yekuchinja mari yavanobheja.

Mhinduro pfupi

Martingale ndeyezana ramakore rechi18; D’Alembert yakatumidzwa zita renyanzvi yemasvomhu yaisaida; Labouchère yaive chinhu chaifarirwa nemupolitiki wenguva yaVictoria. Hapana neimwe yadzo yakashanda panguva iyoyo zvakare.

Martingale
zana ramakore rechi18, France
D’Alembert
mushure ma1717–1783
Labouchère
zana ramakore rechi19, England
bvunzo yekutanga yekombiyuta
1950s

Martingale

Zita iri rinobva paslang yekubheja yechiProvençal (à la martegalo, “sezvinoita vanhu veMartigues”, vaizivikanwa sevasingangwariri) yebheti rinopetwa kaviri, rakanyorwa mumaduramazwi echiFrench kubva muma1760s. Thorp (1984), achitevera American Heritage Dictionary, anopa tsananguro yechipiri yechivanhu: vanhu veMartigues vaisekwa nekuda kwetsika dzinoshamisa, imwe yacho kusunga mabhurugwa avo kumashure, saka mutsara uyu wakazoreva kuti “nenzira inosekesa”. Yakanga yatova nyaya yekuyambira muParis yezana ramakore rechi18: Casanova anotsanangura kurasikirwa nehupfumi hwakawanda achipeta kaviri pafaro muVenice muma1750s. Masvomhu ekuti sei ichikundikana, muganho wetafuratafuraMuganho wetafuraBheti diki nerikuru kupfuura ese anobvumirwa. Rikuru ndiro rinomisa maprogression ekupeta kaviri.Verengai zvese → nemari yekutambamariMari yekutambaMari yose yakachengeterwa kutamba. Kutonga mari yekutamba kuri kusarudza kuti mungaisa pangozi yakawanda sei pabheti rimwe nepasesheni imwe.Verengai zvese → ine magumo, akanga anzwisiswa pakasvika ma1770s. Mudzidziso yemukanamasvomhuMukanaMukana wemhedzisiro, kubva pa0 kusvika pa1 kana 0% kusvika 100%. Nhamba imwe: 1/37 = 2.70%.Verengai zvese → “martingalenziraMartingaleProgression inopeta bheti kaviri mushure mekurasikirwa kwega kwega. Onai chikamu cheNzira kuti munzwisise zvainoita nezvaisingaite.Verengai zvese →” rakava izwi rehunyanzvi muma1930s remutambo wakaenzanamasvomhuMutambo wakaenzanaMutambo usina divi rine mukana: bheti rimwe nerimwe rine kukosha kunotarisirwa kwe zero.Verengai zvese →, chiri chinhu chimwe chete Martingale yeroulette isiri.

Pafaro muVenice mutambi anopeta kaviri mushure mekurasikirwa, sezvakaita Casanova.

Miganho yeTafura yeRoulette

D’Alembert

Jean le Rond d’Alembert akataura muEncyclopédie (1754) kuti mushure memusoro yakatevedzana, muswe waiva nemukana wakakura, chirevo chekare chekukanganisa kwemubheji kubva kunyanzvi huru yemasvomhu. Sisitimu yekubheja inowedzera yunitimariYunitiMari yehwaro inoshandiswa nesisitimu kana nemutambi. Maprogression anotsanangurwa nemayuniti kuitira kuti ashande patafura ipi zvayo.Verengai zvese → mushure mekurasikirwa uye yobvisa imwe mushure mekukunda yakatumidzwa zita rake nevabheji vakazotevera vaive nekutenda kwakafanana. Haana kuiburitsa uye, pamazuva ake akanaka, angadai akairamba.

Nzira yeD'Alembert paRoulette

Labouchère

Henry LabouchèrenziraLabouchèreSisitimu yekudzima: nyorai mutsetse wenhamba, bhejai huwandu hwemigumo miviri, idzimei mushure mekukunda, wedzerai mari yarasika mushure mekurasikirwa.Verengai zvese → (1831–1912), mutori wenhau, muridzi wethiyeta uye MP weLiberal, akaita kuti sisitimu yekudzima izivikanwe muvanhu vepamusoro veLondon muma1870s uye zvinonzi akaishandisa kuMonte Carlo. Nzira iyi, kunyora mutsetse wenhamba wobheja huwandu hwemigumo, yakatanga iye asati avapo. Zita rake rakanamatira nekuti aizivikanwa nekuda kwezvimwe zvinhu uye nekuti sisitimu iyi ine hunhu husingawanzowanikwa hwekuti kazhinji inoshanda, izvo zvakaiita nyaya yekukurukura pakudya kwemanheru.

Masisitimu nevanhu vaakatumidzwa
1750s

Casanova anorasikirwa achipeta kaviri pafaro. Martingale yatova yekare.

1754

D’Alembert anoburitsa kukanganisa kwakazotumidzwa zita rake sesisitimu.

1760s

“Martingale” inopinda mumaduramazwi echiFrench seslang yekubheja.

1870s

Labouchère anoita kuti kudzima kuzivikanwe muLondon.

1890s

Maprogression eFibonacci neParoli anobuda mumabhuku ekubheja.

1900s

Masisitimu e“zvikamu” akavakirwa pakurongwa kwevhiri anotengeswa kuburikidza neposvo.

1939

Halmos, mudzidzi waDoob, anoratidza kuti hapana sisitimu yekubheja inogona kushandura mutambo usingabatsiri kuva mutambo unobatsira.

1950s–60s

Makombiyuta anoedzesera sisitimu yega yega. Dzese dzinoratidza −1/37 yemari yose yakabhejwa.

nhasi

Masisitimu mamwe chete anotengeswa paindaneti nemhedzisiro dzakafanana, anoedzeserwa mubrowser pasaiti ino.

Roulette yeMonte CarloNzira yeLabouchère paRoulette

Zana ramakore rechi20

FibonaccinziraFibonacciProgression inotevera nhevedzo 1, 1, 2, 3, 5, 8, 13…: nhanho imwe kumberi mushure mekurasikirwa, nhanho mbiri kumashure mushure mekukunda.Verengai zvese → neParolinziraParoliProgression inokwira mushure mekukunda: petai kaviri mushure mekukunda, dzokerai pakutanga mushure mekurasikirwa kana mushure mekukunda katatu zvichitevedzana. Rimwe zita: reverse Martingale.Verengai zvese → zvakapinda mumabhuku ekubheja munenge muna 1900. Pakati pezana ramakore pakauya masisitimu aitengeswa neposvo, rimwe nerimwe riine uchapupu hwemutengi nevimbiso yekudzosera mari, uye zvekuedzesera zvekutanga zvemakombiyuta, zvakaratidza zvaitotaurwa nemasvomhu. Humbowo hwekuti hapana sisitimu inogona kushanda hwakanga hwatovapo: Joseph Doob (1936) naPaul Halmos (1939) vakaratidza kuti hapana mutemo wekusarudza kuti riini uye zvakadii kubheja unochinja mhedzisiro inotarisirwa yemutambo wakaenzana kana usingabatsiri, uye ongororo yaThorp ya1969 yakatsanangura mamiriro acho sezvaanosangana nawo vabheji. Kubva ipapo masisitimu haana kuchinja; kushambadzira kwakabva pamapepa kuenda kumavhidhiyo.

Mushandi anoongorora sisitimu yaitengeswa neposvo nekuedzesera pakombiyuta, uye mutsetse unongodonha.

Ngano: Nzira yeRoulette Inogara IchikundaNzira yeFibonacci paRoulette

Sei achiramba aripo

Sisitimu inopa mutambi chekuita nenyaya yekutaura. Masesheni mazhinji pasi pemasisitimu mazhinji anopera nekukunda kudiki, iyo nyaya iri nani kupfuura masvomhu. Masesheni ekurasikirwa haawanzoitika uye anorangarirwa senhamo. Kushambadzira hakudi kunyepa pamusoro pemikana; kunongoda kuratidza sesheni yekukunda, uye dzakawanda. Nharo inopikisa, 2.70% yemari yose yakabhejwamariMari yose yakabhejwaMari yese yakabhejwa musesheni kana munguva yakati, kusanganisira mari yakakundwa yakabhejwazve. Mamwe mazita: handle, action.Verengai zvese →, yanga iripo kubva muna 1796 uye haina kumbobvira yanyengetedza sehusiku hwemhanza.

sisitimuzana ramakorezvaitendwa kuti inoitazvainoita
Martingalerechi18kuvimbisa kukunda nekupeta kaviriinokunda zvishoma kazhinji; inorasikirwa zvikuru dzimwe nguva; −2.70%
D’Alembertrechi18–19kushandisa kuenzana kwekukunda nekurasikirwamari yakabhejwa inokwira zvishoma nezvishoma; −2.70%
Labouchèrerechi19kuvimbisa huwandu hwemutsetsekazhinji mutsetse unodzimwa; dzimwe nguva unotiza; −2.70%
Fibonaccirechi19–20Martingale yakapfavakukwira kunononoka, gomo refu; −2.70%
Parolirechi19–20kutasva nhevedzo dzekukundakurasikirwa kudiki kazhinji, kukunda kukuru kashoma; −2.70%
Masisitimu ezvikamurechi20kushandisa kurongwa kwevhirihapana; −2.70%

Masisitimu anotengeswa

Kutengeserana kwezana ramakore rechi20 kwakawedzera zvirongwa zvakwo, chimwe nechimwe kurongwa kutsva kwemabheti mamwe chete asingabatsiri. Phase One yaitengeswa ne$25 pamwe ne10% yezvakakundwa nemutengi, ine Phase Two yaivimbiswa kana $500 yabhadharwa uye “Inner Circle” pa$5,000. Hapana neimwe yazvo inochinja masvomhu: kukosha kunotarisirwamasvomhuKukosha kunotarisirwaMhedzisiro yepakati pabheti rimwe nekufamba kwenguva refu. −1/37 yemari yakabhejwa pabheti rimwe nerimwe reEurope rakajairwa.Verengai zvese → kwenhevedzo yemabheti ihuwandu hwekukosha kunotarisirwa kweimwe neimwe.

sisitimupfungwazvinonyatsoitika
Phase Onemushure metsvuku shanu, bhejai nhema pachikero che5, 25, 70, 200, 500 ne1,000 mayunitikutenderera kwechitanhatu kuchiri 18/38 tsvuku; kurasikirwa kutanhatu kwakatevedzana, kunenge 1 pa47 pavhiri rine zero mbiri, kunodhura mayuniti 1,800
Kutarisa mazeromirirai kutenderera 40 pasina 0 kana 00, wozobheja zvese zviri zviviri, muchiwedzera yuniti mushure mekupotsa kwega kwegamazero haana kusvika nguva yawo: zvese zviri zviviri zvinopotsa kutenderera 40 kunenge kamwe chete pakapfumbamwe, uye kutenderera kunotevera kuchiri 2 pa38. Kumwe kupotsa gumi kunodhura mayuniti 110; kurova pakechigumi nerimwe kunopa purofiti ye264. Chinongoitika ndechekuti mabheti anova mashoma panguva yekumirira
Favored 5mirirai kusvikira nhamba shanu dzadzokororwa, wozodzibhejanhevedzo yega yega yekutenderera ine kudzokororwa; pavhiri rinochengetwa zvakanaka hazvifanotauri chinhu
Kutenderedza ROL / BEHmabheti akaenzana emubhadharo wakaenzana anotenderedzwa kuburikidza netsvuku, isina kuenzana, dzepasi nenhema, yakaenzana, dzepamusoronhevedzo yemabheti akazvimirira, rimwe nerimwe riine chikamu chekasino chakazara
Sisitimu “Yakavimbiswa” yaBartschellyLabouchère inoparadzira kurasikirwa kwega kwega pamusoro penhamba dziripo pane kukuwedzera kumugumomutsetse haumborebi; mari yakabhejwa inokura zvakadaro

Iyo isiri sisitimu

Mitemo yekumira: kusarudza pachine nguva kuti murasikirwe kana mukunde zvakadii mobva maenda. Kazhinji inotengeswa sechikamu chesisitimu uye ndicho chikamu chega chinoita chimwe chinhu, nekuti inoderedza mari yose yakabhejwa. Haina munhu yakatumidzwa zita rake, izvo zvakakodzera.

Mibvunzo

Ndeipi sisitimu yekare kwazvo?

Martingale, nezana ramakore kana kupfuura. Kupeta kaviri mushure mekurasikirwa ipfungwa yekutanga inouya kumunhu wese.

Pane nyanzvi yemasvomhu ine mukurumbira yakatsigira sisitimu here?

D’Alembert akasvika pedyo, netsaona. Pascal, Fermat, Huygens, Bernoulli naLaplace vese vakatsanangura kuti sei achikundikana.

Sei masisitimu achiri kutengeswa?

Nekuti masesheni mazhinji anokunda, uye vhidhiyo yesesheni yekukunda haidhuri kugadzira.

Kuseka zvishoma

Mazana maviri emakore emazita. Nhamba imwe.

Mazana maviri emakore emazita. Nhamba imwe.

Zvinyorwa

  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, vol. 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. Chitsauko 2, roulette.
yakaongororwa 2026-09-28modhi: yeEurope, zero imwemaitiro ↗zvinyorwa ↗