Okulambika Enteekateeka za Zzaala mu Roulette
Enkola za zzaala mu roulette zirondawo zzaala, zikyusa ssente za zzaala oba zissaawo amateeka ag'okukoma. Tewali n'emu ekyusa obusoboka bw'okwetooloola okw'enjawulo okutalina kakwate na kulala.

Ku nnamuziga omwesimbu ogulina zeeronnamuzigaZeeroEkinnya kimu ekya kiragala ekitabikkibwa zzaala ya emu ku emu, eya dazeni oba ey'empagi; y'ensibuko y'enkizo ya kaasino. Era eyitibwa: zeero emu, 0.Soma byonna → emu, ensasula eza bulijjo era nga tewali tteeka lya njawulo erya zeero, okufiirwa okusuubirwa kuba 2.70% ku ssente zonna ezisibiddwa. Enkola zikyusa engeri ebivaamu by'ebiseera by'okuzannya gye bisaasaanamu, so si omuwendo ogwo.
Etteeka erimu lyokka ery'omugaso
Emiwendo egisuubirwaokubalaOmuwendo ogusuubirwaEkivaamu eky'omu makkati ku buli zzaala mu bbanga eddene. −1/37 ya ssente za zzaala ku buli zzaala eya bulijjo eya Bulaaya.Soma byonna → gigattibwa. Singa buli zzaala gy'osiba erina omuwendo ogusuubirwa gwa −1/37 ku ssente zaayo, olunyiriri lwonna olwa zzaala, ne bwe lulondebwa mu magezi okusinziira ku bivuddemu emabega, lulina omuwendo ogusuubirwa gwa −1/37 ku ssente zonna ezisibiddwa. Enteekateeka ya zzaala mu roulette esobola okusalawo ssente mmeka z'osiba n'ddi; tesobola kufuula zzaala n'emu kuba ey'amagoba, n'olwekyo tesobola kufuula omugatte kuba gwa magoba. Kino si kintu ekyazuulibwa mu kugezesa ekiyinza okumenyebwa enkola esinga. Kino kubala.
Ebika bibiri eby'enteekateeka za zzaala mu roulette
Okulinnyisa zzaalaenteekateekaOkulinnyisa zzaalaEtteeka lyonna erikyusa ssente za zzaala okusinziira ku bivuddemu emabega. Okulinnyisa oluvannyuma lw'okufiirwa kuzirinnyisa ng'ofiiriddwa, okulinnyisa oluvannyuma lw'okuwangula kuzirinnyisa ng'owangudde.Soma byonna → oluvannyuma lw'okufiirwa kwongera ssente za zzaala ng'ofiiriddwa: MartingaleenteekateekaMartingaleOkulinnyisa zzaala okukubisaamu zzaala bbiri oluvannyuma lwa buli kufiirwa. Laba ekitundu ky'Enteekateeka za Zzaala okumanya ky'ekola ne ky'etakola.Soma byonna → (emirundi ebiri), FibonaccienteekateekaFibonacciOkulinnyisa zzaala okugoberera olunyiriri 1, 1, 2, 3, 5, 8, 13…: eddaala limu mu maaso oluvannyuma lw'okufiirwa, amadaala abiri emabega oluvannyuma lw'okuwangula.Soma byonna → (omugatte gw'emiwendo ebiri egisembayo), D’Alembert (yongerako emu), LabouchèreenteekateekaLabouchèreEnkola y'okusazaamu: wandiika olunyiriri lw'ennamba, siba omugatte gw'ennamba ez'oku nkomerero zombi, zisazeemu ng'owangudde, era yongerako ssente za zzaala ezifiiriddwa ng'ofiiriddwa.Soma byonna → (omugatte gw'emiwendo egiri ku nkomerero z'olunyiriri). Zireeta okuwangula okutono emirundi mingi n'okufiirwa okunene emirundi mitono. Okulinnyisa zzaala oluvannyuma lw'okuwangula kwongera ssente za zzaala ng'owangudde: ParolienteekateekaParoliOkulinnyisa oluvannyuma lw'okuwangula: kubisaamu emirundi ebiri ng'owangudde, ddayo ku ntandikwa ng'ofiiriddwa oba ng'owangudde emirundi esatu egiddiriŋŋana. Era eyitibwa: Martingale ey'ekifuulannenge.Soma byonna → (emirundi ebiri okutuuka ku mirundi esatu) n'enkola eziri ng'eyo. Zireeta okufiirwa okutono emirundi mingi n'okuwangula okunene emirundi mitono. Zzaala ey'omuwendo gumuenteekateekaZzaala ey'omuwendo gumuOkusiba ssente ze zimu buli kwetooloola. Kye kipimo buli kulinnyisa zzaala kwe kugeraageranyizibwako.Soma byonna → y'ekibinja ekigeraageranyizibwako. Emmeeza wansi ye kipande ky'enteekateeka za zzaala mu roulette: buli nkola ky'ekola oluvannyuma lw'okufiirwa n'oluvannyuma lw'okuwangula.
Enteekateeka ya zzaala mu roulette ky'ekyusa ddala
Ebintu bisatu: emirundi emeka gy'omaliriza ekiseera ky'okuzannya ng'oli waggulu, okuwangula okwa bulijjo bwe kuba okunene, n'akabenje akatera okubaawo emirundi mitono bwe kaba akanene. Martingale emaliriza nga 80% ku biseera by'okuzannya ebimpi n'amagoba matono, ate 20% ebisigadde n'okufiirwa okusaanyaawo okuwangula kumi okw'engeri eyo. Paroli emaliriza ebiseera ebisinga ng'ofiiriddwa katono ate ebitono n'amagoba amangi. Zzaala ey'omuwendo gumu eri wakati. Mu mbeera zonna, omuwendo ogwa wakati, ku biseera by'okuzannya bingi, guba −2.70% ku ssente zonna ezisibiddwa, era enkola ez'okulinnyisa zzaala zisiba ssente nnyingi.
Okusoma empapula z'enteekateeka za zzaala
Enkola ez'okulinnyisa zzaala ezimanyiddwa zirina ebyokugezesa; enkola endala ez'amannya zikozesa ennyiriri za ssente za zzaala ezibaliddwa n'emmeeza za nsasulassenteEnsasulaZzaala ewangudde ky'ekomyawo, ekyogerwa nga “X ku 1” okwongera ku ssente za zzaala ezizzibwayo.Soma byonna →. Okubikka ennamba si kye kimu n'okwetooloola okw'amagoba: cipussenteCipuAkabonero akakiikirira omuwendo ogutakyuka, akateekebwa ku mmeeza ya zzaala okusiba zzaala. Era kayitibwa: check.Soma byonna → ewangudde eyinza okuzzaayo ssente ntono okusinga cipu zonna ezaateekebwa. Soma ekivuddemu ekituufu oluvannyuma lw'okuggyako buli zzaala efiiriddwa. Ensibuko ennyonnyola amateeka g'enkola si bujulizi nti ewangula kaasino. Ensonda bwe zitakkiriziganya oba olugero lw'ensibuko bwe lutasobola kukakasibwa, olupapula lukyogera.
- p10 −$500
- p25 −$500
- wakati −$500
- p75 −$500
- p90 +$1,610
Ekiyamba ddala
Ebintu bina bikyusa okufiirwa okusuubirwaokubalaOkufiirwa okusuubirwaOmuwendo ogusuubirwa nga gukubisiddwamu ssente zonna ezisibiddwa; ssente ez'okufiirwa ku kigero mu kiseera ky'okuzannya oba mu kiseera ekimu.Soma byonna → kwo era tewali na kimu ku byo kiri ngeri ya kusiba zzaala: ssente za zzaala entono, okwetooloola okutono, emmeeza ya la partageetteekaLa partageEtteeka ery'e Bufalansa: zeero bw'ejja, ekitundu kya ssente za zzaala ya emu ku emu kizzibwayo. Likendeeza enkizo ya kaasino ku zzaala ezo ku kitundu, okutuuka ku 1.35%.Soma byonna → (ekendeeza enkizo ku zzaala za emu ku emuzzaalaZzaala ya emu ku emuEmmyufu/enzirugavu, ezitagabanyizika/ezigabanyizika, ennene/entono. Ennamba 18, esasula 1:1.Soma byonna → okutuuka ku 1.35%), n'etteeka ery'okukoma lye wasalawo nga tonnatuula. Byonna wamu bisobola okukendeeza ku nsaasaanya esuubirwa ey'akawungeezi ebitundu bisatu ku bina. Tewali nkola ya kulinnyisa zzaala esobola okugikendeezaako wadde ssente emu.
- Ssente za zzaala: okufiirwa okusuubirwa kugenda nazo.
- Okwetooloola: okufiirwa okusuubirwa kugenda nakwo. Emmeeza ezigenda mpola zisaasaanya ntono buli ssaawa.
- Amateeka g'emmeeza: la partage oba en prisonetteekaEn prisonEtteeka ery'e Bufalansa: zeero bw'ejja, zzaala ya emu ku emu ekuumibwa okutuuka ku kwetooloola okuddako mu kifo ky'okufiirwa. Likendeeza enkizo ya kaasino ku zzaala ezo ku kitundu.Soma byonna → bikendeeza enkizo ku zzaala za emu ku emu ekitundu.
- Etteeka ery'okukoma: kye kitundu kyokka ekya “enkola” yonna ekikola, kubanga kikendeeza ku mugatte gwa zzaalassenteOmugatte gwa zzaalaOmugatte gwa ssente zonna ezisibiddwa mu kiseera ky'okuzannya oba mu bbanga, nga mw'otwalidde n'amagoba agaddamu okusibwa. Era guyitibwa: handle, action.Soma byonna → gwonna.
Etteeka lya En Prison mu RouletteEtteeka lya La Partage mu Roulette
Lwaki enkola zisigalawo
Zikola ebiseera ebisinga. Omuzannyi wa Martingale azannya obuwungeezi amakumi abiri ajja kuwangula ku kkumi na mukaaga era ebyo by'ajjukira. Obuwungeezi buna obw'okufiirwa bufiiriza okusinga ku ebyo obuwungeezi kkumi na mukaaga obw'okuwangula bwe bwaleeta, naye ekijjukizo tekikuuma kitabo kya kubala. Gattako nti enkola ziwa omuzannyi eky'okukola wakati w'okwetooloola, era okusikirizibwa kutegeerekeka. Okubala tekuliiko kukaayana; endowooza y'omuntu y'etunda.

Ebibuuzo
Tewali nkola ya zzaala ekikola. Okuwangula kwokka okwawandiikibwa kwava ku bulema bwa nnamuziga obw'omubiri oba ku byuma ebipima obudde, byombi binnyonnyolwa mu Laabu.
Tewali ekyusa okufiirwa okusuubirwa. Okufiirwa okusuubirwa okusinga obutono: zzaala ey'omuwendo gumu, ssente za zzaala entono ddala, okwetooloola okutono ennyo ku mmeeza ya la partage. Obusoboka obusinga obunene obw'okuwangula akatono leero: Martingale, ng'omanyi bulungi olwazi olwo.
Omugatte gw'emiwendo egisuubirwa egy'okufiirwa guba gwa kufiirwa. Okugatta tekuyamba.
Eky'okusesa

Buli nkola ntegeka ya ddi kaasino lw'esasulwa.
Ensibuko
- RouletteDoc. Okulambika enteekateeka za zzaala mu roulette.
- Roulette77. Okulambika enteekateeka za zzaala mu roulette.
- Ethier, S. N. The Doctrine of Chances: Probabilistic Aspects of Gambling.
- Thorp, E. O. “Optimal gambling systems for favorable games.”
- Epstein, R. A. The Theory of Gambling and Statistical Logic, 2nd ed.