Izicwangciso zokubheja kwi-roulette · Okusebenzayo · imizuzu eyi-7

Umda welahleko / umda wenzuzo

Umthetho wokuyeka kuphela kwenxalenye “yenkqubo” enesiphumo sokwenyani, kuba utshintsha isixa osibhejayo.

Impendulo emfutshane

Ukuyeka kwangethuba kunciphisa isixa esipheleleyo esibhejiweyo kwaye ngoko ilahleko elindelekileyo. Akudali nzuzo; umda wenzuzo “awutshixi” nto umjikelo olandelayo obungenakuyinika okanye uyithathe.

isiphumo kwi-EV / $

akukho

isiphumo kwisixa esipheleleyo esibhejiweyo

sikhulu

isiphumo kukwahluka

sikhulu

ngubani ogqibayo

wena, kwangaphambili

Umda welahleko

Misela isixa ozimisele ukulahlekelwa siso uze uhambe xa siphelile. Kuthintela eyona meko imbi, kuphelisa iseshoni phambi kokuba uqale ukusukela imali elahlekileyo, kwaye kwenza iindleko ezilindelekileyo zengokuhlwa zibalwe: azingaze zigqithe umda welahlekoisicwangcisoUmda welahlekoIsixa selahleko esimiselwe kwangaphambili apho uyeka khona iseshoni.Funda yonke →, ngokuqhelekileyo zingaphantsi. Kuyo yonke imithetho ekule sayithi ngulo otshintsha ngokuthembekileyo oko kwenzeka kumdlali, kuba nguwo kuphela ophelisa iseshoni ngokuthembekileyo.

Umda wenzuzo

Misela injongo uze uhambe xa uyifikelele. Kwenza iiseshoni eziphumelelayo zixhaphake kwaye zibe zincinci. Kwiiseshoni ezininzi umndilili usengu-−2.70% wesixa esipheleleyo esibhejiweyoimaliIsixa esipheleleyo esibhejiweyoIsixa esipheleleyo esibhejiweyo kwiseshoni okanye kwixesha elithile, kubalwa nemali ephumeleleyo ephinda ibhejwe. Kwakhona: handle, action.Funda yonke →; uhambise ixesha iilahleko ezifika ngalo, akuzisusanga. Ibinzana elithi “ukutshixa inzuzo” lichaza imvakalelo. Umjikelo olandelayo ubusoloko uya kuba ngu-18/37 nokuba uwudlale ngokuhlwanje okanye kwiveki ezayo.

i-$10 kobomvu, uhlahlo-lwabiwo-mali lwe-$500, ubuninzi imijikelo eli-100akukho kuyekaumda welahleko i-$100umda wenzuzo i-$100zombini

iiseshoni eziphela ziphambili≈ 42%≈ 42%≈ 53%≈ 50%

isiphumo somndilili−$27−$22−$20−$16

i-5% yeeseshoni ezimbi kakhulu−$190−$100−$190−$100

i-5% yeeseshoni ezilungileyo kakhulu+$140+$140+$100+$100

umndilili wemijikelo edlaliweyo100≈ 85≈ 75≈ 60

Kulinganisiwe. Ukuyeka kunciphisa ilahleko yomndilili kuphela ngokunciphisa imijikelo. Ilahleko ngomjikelo ngamnye ayitshintshi.

Ingxoxo endala

Ukuba ukuyeka xa uphambili kuyanceda na kuxoxwe ngako ixesha elide. Ingcali yengqiqo u-John Venn wayethi umdlali onokukhetha yedwa ukuba uyeka nini unenzuzo, ukuba nje ityala alinamda. U-Lord Rayleigh waphendula ukuba ngobutyebi obunemida kumacala omabini inzuzo iyanyamalala, kwaye iithiyori zanamhlanje ziyavumelana: akukho mthetho wokuba uyeka nini otshintsha isiphumo somndilili kwiyunithiimaliIyunithiIbheji esisiseko esetyenziswa yinkqubo okanye ngumdlali. Ukunyuswa kweebheji kuchazwa ngeeyunithi ukuze kusebenze kuyo nayiphi na itafile.Funda yonke → nganye ebhejiweyo (Epstein, 2013). IsiFrentshi sinebinzana lokushiya itafile xa uphambili, faire Charlemagne. Libiza umkhwa, hayi inzuzo.

U-John Venn wayethi umdlali okhethayo ukuba uyeka nini unenzuzo; u-Lord Rayleigh waphendula ukuba ngobutyebi obunemida iyanyamalala.

Kutheni umndilili uphucuka

Hayi kuba ukuyeka kufumana ixesha elihle lokuhamba. Kuba iseshoni ephela emva kwemijikelo engama-60 ibheje iibheji ezingama-60 endaweni ye-100 kwaye ihlawule i-2.70% kwiidola ezimbalwa. Nawuphi na umthetho onciphisa isixa esipheleleyo esibhejiweyo unciphisa ilahleko elindelekileyoizibaloIlahleko elindelekileyoIxabiso elilindelekileyo liphindwe ngesixa esipheleleyo esibhejiweyo; isixa esiphakathi esilahlekayo kwiseshoni okanye kwixesha elithile.Funda yonke → ngomlinganiselo ochanekileyo: umda welahleko, umda wenzuzoisicwangcisoUmda wenzuzoInjongo yenzuzo emiselwe kwangaphambili apho uyeka khona iseshoni.Funda yonke →, umda wexesha, inani lemijikelo okanye nje ibheji encinci.

Ukukhetha amanani

Umda welahleko we-20–40% wohlahlo-lwabiwo-mali lweseshoni wenza ubusuku obubi bunyamezeleke ngaphandle kokuqina kangangokuba ukwahlukaizibaloUkwahlukaUmlinganiselo wokuba iziphumo zisasazeke kangakanani zijikeleze ixabiso elilindelekileyo. Kuphezulu kwibheji yenani elinye, kuphantsi kwiibheji zemali elinganayo.Funda yonke → okuqhelekileyo kuwuqalise ubukhulu becala ebusuku. Umda wenzuzo we-20–50% wohlahlo-lwabiwo-mali uyafikeleleka kwiseshoni eqhelekileyo (imali elinganayo ifikelela +$100 ukusuka kwi-$500 ngexesha elithile malunga nesiqingatha seeseshoni zemijikelo eli-100) ngaphandle kokuba yinto encinci. Amanani ngawomntu ngamnye; uqeqesho lokuwabhala phantsi alunjalo.

Iiseshoni ezilishumi ze-$10; umda welahleko we-$100 ubuya kuziphelisa kwangethuba eziwayoisiphumo xa kuthelekiswa nokuqala

iiseshoni ezi-1,000 × imijikelo eyi-500 · mfusa p10/p25/p75/p90, luhlaza okwesibhakabhaka okukhanyayo umbindi, iisampulu ezi-83 ezifiphele · hambisa isalathisi phezu kwegrafu ukuze ubone ii-quantile kumjikelo

p10 −$460
p25 −$300
umbindi −$140
p75 +$0
p90 +$140

iiseshoni ezi-1,000 × imijikelo eyi-500 · i-y-axis inqunyulwe kwi-1st–99th percentile (iziphelo −$500 ukuya ku-+$640) · imijikelo eyi-500 · isiseko $10 · imali elinganayo

Umthetho malunga nemithetho

Umthetho wokuyeka usebenza kuphela ukuba ugqitywe phambi kweseshoni kwaye awuhlaziywa ngexesha layo. “Umjikelo omnye kuphela ukuze ndibuyele apho bendikhona” ngumda welahleko oxoxwa kwakhona ngumntu owawuyilelwe ukumkhusela. Ukuba ufumanisa ukuba oko kuyenzeka, thoba ibheji endaweni yokunyusa umda.

Imibuzo

Ingaba umda wenzuzo uyoyisa ikhasino?

Hayi. Wenza iimpumelelo ezincinci zixhaphake kwaye ushiya umndilili wexesha elide ku-−2.70% woko ukubhejileyo.

Ingaba umda wexesha ulungile njengomda welahleko?

Unciphisa isixa esipheleleyo esibhejiweyo ngendlela efanayo kwaye kulula ukuwugcina. Sebenzisa zombini.

Kuthekani ukuba ndifikelela umda wenzuzo kwangethuba?

Hamba. Ngumthetho lowo. Imijikelo ongayidlalanga ayibizi nto.

Uncumo

Ukuyeka kunciphisa isixa esipheleleyo esibhejiweyo. Kuphela koko kukwenzayo, kwaye kwanele.

Imithombo

RouletteDoc. Isishwankathelo sezicwangciso ze-roulette. https://roulettedoc.com/strategy
Roulette77. Isishwankathelo sezicwangciso ze-roulette. https://roulette77.us/strategies
Ethier, S. N. The Doctrine of Chances: Probabilistic Aspects of Gambling. Springer, 2010. Isahluko 13, i-roulette.
Epstein, R. A. The Theory of Gambling and Statistical Logic, 2nd ed. Academic Press, 2013.

ihlolwe ngo-2026-09-28imodeli: yaseYurophu, iqanda elinyeindlela yokusebenza ↗imithombo ↗