Ukubuka konke kwamasu e-roulette
Izinhlelo ze-roulette zikhetha ukubheja, zishintsha inani elibhejwayo noma zibeka imithetho yokuma. Azikho ezishintsha amathuba okujikeleza okuzimele.
Esondweni elilungile elinegodi elilodwa leqandaisondoIqandaIgodi elilodwa eliluhlaza elingambozwa ukubheja okulingana nemali, okwedazini noma okwekholamu; umthombo wenzuzo yekhasino. Kubuye kuthiwe: iqanda elilodwa, 0.Funda konke →, elinezinkokhelo ezijwayelekile futhi elingenawo umthetho okhethekile weqanda, ukulahlekelwa okulindelekile ku-2.70% kwayo yonke imali ebhejiwe. Izinhlelo zishintsha indlela imiphumela yamaseshini esabalala ngayo, hhayi lelo nani.
Ithiyori eyodwa ebalulekile
Amanani alindelekileizibaloInani elilindelekileUmphumela ovamile ekubhejeni ngakunye esikhathini eside. U-−1/37 wenani elibhejwayo kukho konke ukubheja okujwayelekile kwaseYurophu.Funda konke → ayahlanganiswa. Uma ukubheja ngakunye okwenzayo kunenani elilindelekile elingu-−1/37 wenani elibhejwayo, khona-ke noma yiluphi uchungechunge lokubheja, noma ngabe lukhethwe ngobuhlakani kangakanani emiphumeleni edlule, lunenani elilindelekile elingu-−1/37 wayo yonke imali ebhejiwe. Isu le-roulette lingakhetha ukuthi ubheja malini nanini; alikwazi ukwenza ukubheja okukodwa kube kuhle, ngakho alikwazi ukwenza isamba sibe sihle. Lokhu akuyona into etholwe ngokuhlola engase iguqulwe wuhlelo olungcono. Kuyizibalo nje.
Imindeni emibili yamasu e-roulette
Ukwenyuswa kwenaniisuUkwenyuswa kwenaniNoma yimuphi umthetho oshintsha inani elibhejwayo ngokusekelwe emiphumeleni yangaphambili. Ukwenyuswa kwenani ngemuva kokuhlulwa kulikhuphula ngemuva kokulahlekelwa, ukwenyuswa kwenani ngemuva kokuwina kulikhuphula ngemuva kokuwina.Funda konke → ngemuva kokuhlulwa kukhuphula inani elibhejwayo uma uhlulwa: 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 → (phinda kabili), FibonacciisuFibonacciUkwenyuswa kwenani okulandela uchungechunge 1, 1, 2, 3, 5, 8, 13…: isinyathelo esisodwa phambili ngemuva kokuhlulwa, izinyathelo ezimbili emuva ngemuva kokuwina.Funda konke → (isamba sezinombolo ezimbili zokugcina), D’Alembert (engeza iyunithi elilodwa), LabouchèreisuLabouchèreUhlelo lokucisha: bhala umugqa wezinombolo, bheja isamba sezinombolo ezimbili ezisemaphethelweni, uzicishe ngemuva kokuwina, wengeze inani elibhejwe walahleka ngemuva kokuhlulwa.Funda konke → (isamba sezinombolo ezisemaphethelweni omugqa). Kuletha ukuwina okuncane okuvamile nokulahlekelwa okukhulu okungavamile. Ukwenyuswa kwenani ngemuva kokuwina kukhuphula inani elibhejwayo uma uwina: ParoliisuParoliUkwenyuswa kwenani ngemuva kokuwina: phinda kabili ngemuva kokuwina, buyela ekuqaleni ngemuva kokuhlulwa noma ngemuva kokuwina kathathu kulandelana. Kubuye kuthiwe: i-Martingale ephambene.Funda konke → (phinda kabili kuze kube kathathu) nezinhlelo ezihlobene nayo. Kuletha ukulahlekelwa okuncane okuvamile nokuwina okukhulu okungavamile. Ukubheja inani elingaguqukiisuUkubheja ngenani elilodwaUkubheja inani elifanayo kukho konke ukujikeleza. Isisekelo okuqhathaniswa naso konke ukwenyuswa kwenani.Funda konke → yiqembu lokuqhathanisa. Ithebula elingezansi liyishadi lamasu e-roulette: okwenziwa wuhlelo ngalunye ngemuva kokuhlulwa nangemuva kokuwina.
Okushintshwa ngempela yisu lokubheja ku-roulette
Izinto ezintathu: ukuthi uvame kangakanani ukuqeda iseshini usaphambili, ukuthi ukuwina okujwayelekile kukhulu kangakanani, nokuthi inhlekelele engavamile inkulu kangakanani. I-Martingale iqeda cishe u-80% wamaseshini amafushane ngenzuzo encane, kanti u-20% osele iwaqeda ngokulahlekelwa okusula ukuwina okuyishumi kwalokho. I-Paroli iqeda amaseshini amaningi ngokulahlekelwa okuncane, kanti ambalwa iwaqeda ngenzuzo enkulu. Ukubheja inani elingaguquki kuphakathi. Kuzo zonke izimo isilinganiso, emaseshinini amaningi, singu-−2.70% wayo yonke imali ebhejiwe, futhi izinhlelo zokwenyuswa kwenani zibheja imali eningi.
Ukufunda amakhasi amasu
Izinhlelo zokwenyuswa kwenani ezaziwayo zinezilingisi; ezinye izinhlelo ezinamagama zisebenzisa izibonelo zochungechunge lwamanani abhejwayo namathebula ezinkokheloimaliInkokheloLokho ukubheja okuwinile okubuyisayo, okushiwo ngokuthi “X ku-1” ngaphezu kwenani elibhejiwe elibuyiswayo.Funda konke →. Ukumboza izinombolo eziningi akufani nokujikeleza okunenzuzo: ithokheniimaliIthokheniUphawu olumele inani elinqunyiwe, olubekwa ethebuleni lokubheja ukuze ubheje. Kubuye kuthiwe: check.Funda konke → eliwinayo lingabuyisa imali engaphansi kwawo wonke amathokheni abekiwe. Funda umphumela ohlanzekile ngemuva kokususa konke ukubheja okuhlulekile. Umthombo ochaza imithetho yohlelo awubona ubufakazi bokuthi lwehlula ikhasino. Lapho imibiko ingavumelani noma umlando wemvelaphi ungeke uqinisekiswe, ikhasi liyakusho lokho.
- p10 −$500
- p25 −$500
- phakathi −$500
- p75 −$500
- p90 +$1,610
Okusiza ngempela
Izinto ezine zishintsha ukulahlekelwa kwakho okulindelekileizibaloUkulahlekelwa okulindelekileInani elilindelekile liphindaphindwe ngemali yonke ebhejiwe; inani elilahlekayo ngokwesilinganiso phakathi neseshini noma esikhathini esithile.Funda konke → futhi akukho neyodwa kuzo eyindlela yokubheja: inani elibhejwayo eliphansi, ukujikeleza okumbalwa, itafula le-la partageumthethoLa partageUmthetho waseFrance: lapho kuphuma iqanda, uhhafu wenani elibhejwe ekubhejeni okulingana nemali uyabuyiswa. Kwehlisa inzuzo yekhasino kulokho kubheja ngesigamu iye ku-1.35%.Funda konke → (elehlisa inzuzo yekhasino ekubhejeni okulingana nemaliukubhejaUkubheja okulingana nemaliBomvu/mnyama, engalingani/elinganayo, phezulu/phansi. Izinombolo eziyi-18, kukhokha u-1:1.Funda konke → ngesigamu ibe ngu-1.35%), kanye nomthetho wokuma onqunywe ngaphambi kokuthi uhlale phansi. Uma zihlangene zinganciphisa izindleko ezilindelekile zakusihlwa ngezingxenye ezintathu kwezine. Alukho uhlelo lokwenyuswa kwenani olungazinciphisa ngisho ngesenti.
- Inani elibhejwayo: ukulahlekelwa okulindelekile kuhambisana nalo.
- Ukujikeleza: ukulahlekelwa okulindelekile kuhambisana nako. Amatafula ahamba kancane ashibhile ngehora.
- Imithetho yetafula: i-la partage noma i-en prisonumthethoEn prisonUmthetho waseFrance: lapho kuphuma iqanda, ukubheja okulingana nemali kugcinwa kuze kube ukujikeleza okulandelayo kunokuba kulahleke. Kwehlisa inzuzo yekhasino kulokho kubheja ngesigamu.Funda konke → yehlisa ngesigamu inzuzo yekhasino ekubhejeni okulingana nemali.
- Umthetho wokuma: ukuphela kwengxenye yanoma yiluphi “uhlelo” esebenzayo, ngoba yehlisa imali yonke ebhejiweimaliImali yonke ebhejiweInani lonke elibhejwe phakathi neseshini noma esikhathini esithile, kubalwa nemali ewiniwe ephinde yabhejwa. Kubuye kuthiwe: handle, action.Funda konke →.
Umthetho we-En Prison ku-rouletteUmthetho we-La Partage ku-roulette
Kungani izinhlelo ziqhubeka zikhona
Zisebenza isikhathi esiningi. Umdlali we-Martingale odlala ubusuku obungamashumi amabili uzowina ubusuku obuyishumi nesithupha futhi akhumbule lobo busuku. Ubusuku obune bokuhlulwa bubiza imali eningi kunaleyo ewinwe ngobusuku obuyishumi nesithupha bokuwina, kodwa inkumbulo ayigcini incwadi yamakhaunti. Engeza iqiniso lokuthi izinhlelo zinika umdlali into ayenzayo phakathi kokujikeleza, futhi ukuheha kwazo kuyaqondakala. Izibalo aziphikiswa; okuthengisa lezi zinhlelo yingqondo.
Imibuzo
Alukho uhlelo lokubheja olukwenzayo. Ukuwina okubhaliwe kuphela kwavela emaphutheni okwakheka kwamasondo noma kumadivayisi okubala isikhathi, kokubili kuchazwe ku-“Ilabhorethri ye-roulette”.
Alikho elishintsha ukulahlekelwa okulindelekile. Ukuze ukulahlekelwa okulindelekile kube phansi kakhulu: bheja inani elingaguquki, elincane kakhulu, ujikeleze kambalwa kakhulu etafuleni le-la partage. Ukuze ube nethuba eliphezulu kakhulu lokuwina okuncane namuhla kusihlwa: i-Martingale, wazi kahle ngewa.
Izamba zamanani alindelekile angaphansi kweqanda zingaphansi kweqanda. Ukuhlanganisa akusizi.
Okokuhlekisa
Lonke uhlelo luwuhlelo lwesikhathi lapho ikhasino ikhokhelwa khona.
Imithombo
- RouletteDoc. Ukubuka konke kwamasu e-roulette.
- Roulette77. Ukubuka konke kwamasu e-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.