Fibonacci

Ukwenyuswa kwenani okulandela uchungechunge 1, 1, 2, 3, 5, 8, 13…: isinyathelo esisodwa phambili ngemuva kokuhlulwa, izinyathelo ezimbili emuva ngemuva kokuwina.

Esimweni sawo

Kuthambile kune-MartingaleisuMartingaleUkwenyuswa kwenani okuphinda kabili inani elibhejwayo ngemuva kokuhlulwa ngakunye. Bheka isigaba esithi “Amasu okubheja ku-roulette” ukuze ubone ukuthi kwenzani nokuthi yini engakwenzi.Funda konke →, kuhamba kancane ukubuyisa, futhi kukhawulelwe umkhawulo wetafulaitafulaUmkhawulo wetafulaInani elincane nelikhulu kakhulu lokubheja elivunyelwe. Umkhawulo ophezulu yiwona omisa ukwenyuswa kwenani okuphindaphinda kabili.Funda konke → ofanayo; ukulahlekelwa okulindelekileizibaloUkulahlekelwa okulindelekileInani elilindelekile liphindaphindwe ngemali yonke ebhejiwe; inani elilahlekayo ngokwesilinganiso phakathi neseshini noma esikhathini esithile.Funda konke → kungu-2.70% wemali yonke ebhejiweimaliImali yonke ebhejiweInani lonke elibhejwe phakathi neseshini noma esikhathini esithile, kubalwa nemali ewiniwe ephinde yabhejwa. Kubuye kuthiwe: handle, action.Funda konke →.

Ubuwazi yini

ULeonardo wasePisa wachaza lolu chungechunge ngo-1202 njengemodeli yokuzala kwonogwaja. Lwafika etafuleni le-roulette cishe eminyakeni engu-700 kamuva ngohlelo lokubheja okungekho muntu owake wathola umbhali walo.

Amagama ahlobene

Amasu okubheja ku-rouletteIsu le-Fibonacci ku-roulette
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