Ngā Rautaki Peti Rūreti · Whakatau · 9 meneti

Ka Taea te Hinga i te Rūreti? Me Pēhea te Toa i te Rūreti

Me pēhea te toa i te rūreti? Kaua mā tētahi tauira peti. Tērā pea, i ngā rā o mua, mā tētahi wīra hapa, mā tētahi kaitiritiri ka taea te matapae rānei, ā, mā te whakapau kaha nui rawa anake.

Whakautu poto

E kore e taea e ngā pūnaha peti te hinga i te rūreti: ka tāpiri ngā uara tūmanakopāngarauUara tūmanakoTe hua toharite mō ia peti i te wā roa. −1/37 o te moni peti mō ia peti Ūropi paerewa.Pānuitia katoatia →, ā, he tōraro ia peti. Ko ngā toa anake kua tuhia i ahu mai i te whakamahi i te ahupūngao, ehara i ngā tauira.

ngā pūnaha
e kore e taea
tītaha wīra
kua tuhia, he onge
ngā taputapu matapae
he ture-kore i te nuinga o ngā wāhi
ngā wīra hōu
e tiakina ana, e hurihia ana

He aha i rahua ai ngā pūnaha

Ko te EV o ia peti = −1/37 o tōna moni peti. Ko te EV o tētahi raupapa peti, ahakoa te kōwhiri mai i ngā hua o mua, = −1/37 o te tapeke i petihia. He ariā tēnei mō ngā tapeke o ngā taurangi matapōkere, ehara i te kitenga ka taea e tētahi pūnaha pai ake te whakahē. Nā Joseph Doob rāua ko Paul Halmos i whakamatau i ngā tau 1930, ā, nā Edward Thorp, nāna i hinga te blackjack mā te tatau kāri, i whakatakoto ngā āhuatanga e hiahiatia ana: he tōraro ia peti, he hurihanga motuhakepāngarauNgā hurihanga motuhakeHe ōrite ngā tūponotanga o ia hurihanga, ahakoa te hītori. Koia te tūāpapa o ia tātaitanga i tēnei pae.Pānuitia katoatia →, he tepe nui me te tepe iti o te tēpu. Kei tāna pukapuka ako o 1966 tētahi whakamatautanga māmā.

Ngā Tepe Tēpu RūretiNgā Hurihanga Rūreti Motuhake

He aha kua whai hua

E toru ngā mea, e pā ana katoa ki te wīra ā-tinana. Tītaha: he wīra kāore ōna kōhaotaputapuKōhaoTētahi o ngā wehenga e 37 kua tauia i te rōta. Arā anō: slot, cup.Pānuitia katoatia → i te ōrite te tūponotanga, ka kitea mā te tuhi i ngā mano hurihanga. Matapae: te ine wā o te pōrotaputapuPōroTe pōro iti ka panga ki te ara, ki te ahunga kōaro ki te rōta. Ko ngā pōro o nāianei he ivorine, he Teflon rānei, 18–21 mm.Pānuitia katoatia → me te rōtataputapuRōtaTe wāhanga o te wīra e huri ana, e mau ana i ngā kōhao.Pānuitia katoatia → hei whakatau tata i te wāhangawīraWāhangaHe pewa kōhao honohono i te wīra, he rerekē i tētahi rōpū i te mahere peti.Pānuitia katoatia → ka taka ai, i mahia ki ngā rorohiko huna mai i ngā tau 1970. Waitohu kaitiritiri: te whakapae he ōrite tonu te tuku a tētahi kaitiritiri kia taea ai te matapae i te takanga, kāore anō kia tino whakaaturia. Ko ngā mea e toru e hiahia ana ki tētahi wīra ā-tinana, ki te mātakitaki roa, ki tētahi whare petipeti kāore anō kia kite.

Ngā whakamātau kua tuhia ki te hinga i te wīra
tata ki 1880

Ka tukuna e Joseph Jagger kia tuhia ngā wīra i Monte Carlo, ka kitea ngā tau e puta auau rawa ana, ā, ka toa nui kia nekehia rā anō e te whare petipeti ōna wīra, kātahi ka whakakapia.

1891

Ka “whati i te pēke” a Charles Wells me te waimarie mīharo me tētahi pūnaha kāore rawa ia i whakamārama. Ka hoki mai ia i taua takurua, ā, ka ngaro anō tētahi wāhanga.

1961

Ka hanga e Edward Thorp rāua ko Claude Shannon te rorohiko tuatahi ka taea te mau hei ine wā i te pōro rūreti. He mahi kōmitimiti te pūrere; ka whakarērea te kaupapa.

1978

Ka whakamahi ngā Eudaemons nō Santa Cruz i ngā rorohiko huna i ngā whare petipeti o Nevada. He painga tūturu, he hiko kāore e pono, kāore he rawa nui.

ngā tau 1990

Ka tuhia e Gonzalo García-Pelayo me tōna whānau ngā hurihanga 5,000 pea ia wīra e tata ana ki Madrid, ka kitea ngā wīra tītaha, ka toa, ka aukatia, ā, ka whakakorea te aukati e te kōti.

2004

Ka toa ngā kaitākaro tokotoru i te £1.3 miriona i te Ritz i Rānana mā te matapae i te takanga o te pōro. I pūrongotia he taiaho, engari kāore rawa i whakaaturia i noho; ka pupuri rātou i ngā moni toa.

2012

Ka whakaputa a Small rāua ko Tse i tētahi pepa ahupūngao e whakaatu ana ka taea tētahi painga ōrau torutoru mā te ine wā i raro i ngā āhuatanga taiwhanga.

Te Waitohu Kaitiritiri RūretiRahinga Tauira

He aha kāore ai e whai hua ināianei

Ka hurihia e ngā whare petipeti ngā upoko wīrataputapuUpoko wīraHe kupu ōrite ki te rōta: te wāhanga e huri ana, e mau ana i ngā tau.Pānuitia katoatia → i waenga i ngā peihanataputapuPeihanaTe wāhanga o waho o te wīra kāore e neke: te taha rākau, rauemi hanumi rānei e pupuri ana i te ara pōro me te pāpātītaha, ā, kei roto te rōta e huri ana.Pānuitia katoatia →, ka whakapaetia ngā peihana, ka inea ngā kōhao, ā, ka whakakapia ngā pakitarataputapuPakitaraTe wehenga whakarewa i waenga i ngā kōhao e rua i te wīra.Pānuitia katoatia → i runga i te wātaka, e hinga ai te tītaha. Ka kati ngā taiwhanga pāho ora i te peti i mua i te pōturitanga o te pōro, ā, ka whakapūmau i te takaware o te pāho, e hinga ai te ine wā. Ka whakahara te nuinga o ngā mana ture i ngā taputapu matapae. Ka tohutohungia ngā kaitiritiri kia rerekē ā rātou tuku. Ko te whakautu pono mō te wīra hōu, e tiakina ana, i tētahi whare petipeti, taiwhanga pāho rānei whai raihana, ko te kāo.

huarahingā mea e hiahiatia anaāraitūnga
Ngā pūnaha petikore noa ihokāore e hiahiatiakāore anō kia whai hua
Tītaha wīrangā mano hurihanga kua tuhia mai i te wīra kotahihurihuri, tiakie ai ki te ture, tata kua ngaro rawa
Ine wā pōrohe taputapu, he tangata kua whakangungua ki te ine wā rānei, ngā peti tōmuri“kua kati ngā peti” wawe, aukati taputapuhe ture-kore i te nuinga o ngā wāhi
Waitohu kaitiritirikaitiritiri ōrite tonu, tukunga ka kiteatuku rerekē, hurihuri kaitiritirikāore anō kia whakaūngia

Me Pēhea te Mahi a te Rūreti Ora

Me pēhea te hinga i te rūreti, ā-ariā anake: ngā mea e hiahiatia ana

Me kī ka pā tētahi kōhao 1 i ia 33, kaua ko te 1 i ia 37. Ko te EV o te tau kotahipetiTau kotahiHe tau kotahi, ko te utunga 35:1.Pānuitia katoatia → ki runga = 35/33 − 32/33 = +3/33 ≈ +9%. Kia mōhio ai he tītaha te kōhao, ehara i te waimarie, me tata ki te 10,000 ngā hurihanga kua tuhia mai i taua wīra tonu; kia whakamahia ai, me noho te wīra kia kaua e hurihia i a koe e peti ana. Ka whakamārama ngā whārangi o te Taiwhanga i ngā tatauranga; ka whakamārama ngā whārangi hītori i ngā mea i pā ki ngā tāngata nā rātou i mahi.

Kia whakaūngia he tītaha, me ngā pukapuka kaute o ngā hurihanga kua tuhia kia tū motuhake ai tētahi kōhao.

Te whakautu pono

Mō te kaipānui whai pūnaha: e kore e whai hua, ā, ka taea e koe te whakaū i tēnā ki ngā taputapu whaihanga o tēnei pae i tētahi ahiahi. Mō te kaipānui whai pukatuhi me te manawanui: kei te ariā te tītaha, ā, ka whakakorea ā-hangarau i te mahi. Mō te katoa: he hoko te rūreti. Utua he utu e pai ana koe, i te tere ka kōwhiria e koe, i runga i te wīra kotahi te korewīraKoreTe kōhao kākāriki kotahi kāore e kapia e tētahi peti utu ōrite, tatini, tīwae rānei; te pūtake o te painga o te whare. Arā anō: kore kotahi, 0.Pānuitia katoatia →, me te la partagetureLa partageHe ture Wīwī: ina puta te kore, ka whakahokia te haurua o te moni peti utu ōrite. Ka haurua te painga o te whare i aua peti ki te 1.35%.Pānuitia katoatia → mēnā ka kitea e koe.

Te Ture Rūreti La Partage

Ngā pātai

He rautaki rūreti rānei hei toa i ngā wā katoa?

Kāo. Ko ngā “toa” pūnaha rongonui pērā i a Charles Wells i toa i te waimarie, ā, i ngaro anō tētahi wāhanga.

Ka taea tonu rānei te tītaha wīra?

Ā-ariā. I tētahi whare petipeti, taiwhanga pāho rānei hōu, ka kitea, ka whakatikaina i mua i te rawaka o āu raraunga hei whakamahi.

E ai ki te ture rānei ngā taupānga matapae?

Kāo i te nuinga o ngā mana ture, ā, e kore e taea te whakamahi ki ngā tēpu ora e kati ana i te peti i mua i te pōturitanga o te pōro.

He katakata iti

Ko te ahupūngao, ehara i ngā tauira. Ā, kua kore ināianei.

Ko te ahupūngao, ehara i ngā tauira. Ā, kua kore ināianei.

Ngā Puna

  1. RouletteDoc. He tirohanga whānui ki ngā rautaki rūreti. https://roulettedoc.com/strategy
  2. Roulette77. He tirohanga whānui ki ngā rautaki rūreti. https://roulette77.us/strategies
  3. Thorp, E. O. “Optimal gambling systems for favorable games.” Review of the International Statistical Institute 37(3), 1969.
  4. Thorp, E. O. Elementary Probability. Wiley, 1966. Whārangi 84–85, te ariā kore-pūnaha.
  5. Doob, J. L. “Note on probability.” Annals of Mathematics 37(2), 1936.
  6. Halmos, P. R. “Invariants of certain stochastic transformations: the mathematical theory of gambling systems.” Duke Mathematical Journal 5(2), 1939.
  7. Bass, T. A. The Eudaemonic Pie. Houghton Mifflin, 1985.
  8. Small, M. & Tse, C. K. “Predicting the outcome of roulette.” Chaos 22(3), 2012.
  9. Barnhart, R. T. Beating the Wheel. Lyle Stuart, 1992.
  10. Chellel, K. “The Gambler Who Beat Roulette.” Bloomberg Businessweek, Āperira 2023.
i arotakehia 2026-09-28tauira: Ūropi, kore kotahitikanga mahi ↗ngā puna kōrero ↗