Ngā Peti Rūreti · Peti karanga · wāhanga · 8 meneti

Te Peti Rūreti Voisins du Zéro

Ko te tikanga o Voisins du zéro i te rūreti ko “ngā kiritata o te kore”: tekau mā whitu ngā kōhao mai i te 22 ki te 25 huri noa i te kore.

Whakautu poto

E iwa ngā maramara ka kapi i ngā tau tekau mā whitu. TūponotangapāngarauTūponotangaTe tūpono o tētahi putanga, mai i te 0 ki te 1, mai i te 0% ki te 100% rānei. Tau kotahi: 1/37 = 2.70%.Pānuitia katoatia → 45.95%. Ko te utunga ka whakawhirinaki ki te tau ka puta.

ka kapi
17 / 37
tūponotanga
45.95%
ngā maramara
9
tapeke ina toa
+9 ki te +15 wae
I runga i te tēpu · 17 tau
I runga i te wīra
0321519421225173462713361130823105241633120143192218297281235326
0321519421225173462713361130823105241633120143192218297281235326Voisins du zéroOrphelinsTiers du cylindreOrphelins
Te wīra i ōna wāhanga e toru
17 tau45.95% o te wīra9 maramara
I te raupapa o te wīra
22182972812353260321519421225
Te tuku i ngā maramara
012345678910111213141516171819202122232425262728293031323334353622
0-2-3 ×211:14-717:112-1517:118-2117:119-2217:132-3517:125-26-28-29 ×28:1

He aha te voisins i te rūreti?

E rua ngā maramaramoniMaramaraHe tohu e tohu ana i tētahi moni pūmau, ka whakatakotoria ki te mahere peti hei peti. Arā anō: check.Pānuitia katoatia → ki te rārangipetiRārangiNgā tau e toru i tētahi rārangi o te mahere peti, ko te utunga 11:1. Wīwī: transversale.Pānuitia katoatia → 0-2-3, e rua ki te kokongapetiKokongaNgā tau e whā e tiritahi ana i tētahi kokonga i te mahere peti, ko te utunga 8:1.Pānuitia katoatia → 25-26-28-29, ā, kotahi te maramara ki ia takiruapetiTakiruaNgā tau e rua e tata ana, ko te utunga 17:1.Pānuitia katoatia → o ngā mea e rima: 4-7, 12-15, 18-21, 19-22, 32-35. E iwa ngā maramara, tekau mā whitu ngā kōhaotaputapuKōhaoTētahi o ngā wehenga e 37 kua tauia i te rōta. Arā anō: slot, cup.Pānuitia katoatia →: 22 18 29 7 28 12 35 3 26 0 32 15 19 4 21 2 25, he pewa motukore, ko 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 → kei waenganui. Ka pānuitia ko “voisins” (les voisins du zéroFR · wāhangaVoisins du zéro“Ngā kiritata o te kore”: ngā tau tekau mā whitu mai i te 22 ki te 25 i te wīra, ka petihia ki ngā maramara e iwa.Pānuitia katoatia →).

Ka tau te pōro ki hea i te voisins% o ngā hurihanga
ka toa tēnei peti
45.95%
he tau kē
51.35%
kore
2.70%
% o ngā hurihanga
025.6851.35%

Te utunga o te voisins i ia kōhao

I te mea kua whakataumahatia ngā maramara, ko te utungamoniUtungaTe moni ka whakahokia e te peti toa, ka kīia ko “X ki te 1”, hei tāpiri ki te moni peti ka whakahokia.Pānuitia katoatia → ka whakawhirinaki ki te wāhi ka tau 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 →. Ka toa i te rārangi rua 0-2-3, ka utua 11 × 2 = 22, ka ngaro ērā atu maramara e whitu: tapeke +15. Ka toa i te kokonga rua 25-26-28-29, ka utua 8 × 2 = 16, ka ngaro e whitu: tapeke +9. Ka toa i tētahi tau takirua, ka utua 17 ki tētahi maramara, ka ngaro e waru: tapeke +9. Ina hapa, ka ngaro ngā mea e iwa katoa.

ka tau te pōro kite maramara ka toaka utuaētahi atu maramara kua ngarotapeke (wae)tūponotanga
0, 2, 3 rānei2 ki te rārangi+227+153/37
25, 26, 28, 29 rānei2 ki te kokonga+167+94/37
4 7 12 15 18 21 19 22 32 351 ki tētahi takirua+178+910/37
tētahi atu taukore kau09−920/37
EV = (3·15 + 4·9 + 10·9 − 20·9)/37 = −9/37 wae: 2.70% o ngā wae e iwa.

Āhuatanga

Ka kapi i te tata ki te haurua o te wīra i te pānui kotahi, nā reira ka toa tata ki ia hurihanga tuarua, ā, ka utu ia hapa e iwa ngā waemoniWaeTe moni peti taketake e mahi ai tētahi pūnaha, tētahi kaitākaro rānei. Ka whakaahuatia ngā kauneke ki ngā wae kia hāngai ai ki ia tēpu.Pānuitia katoatia →. I ngā hurihanga toharite e 37: 17 ngā toa, tata ki te +171 wae te tapeke, 20 ngā hapa, −180, ko te tapeke −9. He iti te tītaringapāngarauTītaringaHe inenga o te whānui o te marara o ngā hua huri noa i te uara tūmanako. He teitei mō te tau kotahi, he hakahaka mō ngā peti utu ōrite.Pānuitia katoatia → mō tētahi peti o rotopetiPeti o rotoIa peti ka whakatakotoria ki runga, ki waenga rānei i ngā tau o te tukutuku: tau kotahi, takirua, rārangi, kokonga, rārangi ono.Pānuitia katoatia →; ko te rongo he mahi pōturi, ka haukotia i ētahi wā e te utu tāpiri o te 0-2-3.

Jeu zéro

Te whanaunga iti ake: e whā ngā maramara ki ngā kōhao e whitu e tata rawa ana ki te kore (12 35 3 26 0 32 15) hei takirua 0-3, 12-15, 32-35, me tētahi tau kotahipetiTau kotahiHe tau kotahi, ko te utunga 35:1.Pānuitia katoatia → ki te 26. Ka toa i te 26, ko te tapeke +32; ka toa i tētahi takirua, ko te tapeke +14. He mea noa i ngā whare petipeti o Tiamana me Ateria, ko “zero spiel” te ingoa.

Te Peti Rūreti Jeu Zéro

He aha i rerekē ai ngā taumaha

Ka whai ngā maramara i te mahere petitaputapuMahere petiTe tukutuku peti kua tāia ki te tēpu. Arā anō: tēpu, kākahu tēpu, felt.Pānuitia katoatia →, kaua i te wīra. Ko ngā kiritatapetiKiritataHe tau me ngā kōhao e rua i ia taha ōna i te wīra, e rima ngā maramara tau kotahi.Pānuitia katoatia → wīra tekau mā whitu o te kore, ka hanga, he tūpono noa, i ngā hoa rārangi e toru (0, 2, 3), i tētahi kokonga (25, 26, 28, 29) me ngā takirua e rima i te tukutuku. Ko ngā maramara rua ki te rārangi me te kokonga te mea e hiahiatia ana kia kapi ai aua tau e whitu ki ngā peti noa. Nā ngā kaitiritiri te peti i hoahoa kia tere ai, ehara nā ngā tohunga pāngarau kia ātaahua ai.

Ngā pātai

He pai ake te voisins i te tiers?

He ōrite te painga mō ia maramara. He nui ake te kapinga me te utu o te voisins; ko te tiers he ōrite te utunga i ia toa.

He utu tāpiri ina puta te kore?

Ka utua hei toa rārangi, +15 wae, te putanga pai rawa o te peti.

Ka taea e au te peti voisins i te wīra Amerika?

Kāo. He rerekē te raupapa, ā, kāore taua wāhangawīraWāhangaHe pewa kōhao honohono i te wīra, he rerekē i tētahi rōpū i te mahere peti.Pānuitia katoatia → i reira.

He katakata iti

E iwa ngā maramara, tekau mā whitu ngā kōhao, e toru ngā utunga rerekē.

E iwa ngā maramara, tekau mā whitu ngā kōhao, e toru ngā utunga rerekē.

Ngā Puna

  1. Ethier, S. N. The Doctrine of Chances: Probabilistic Aspects of Gambling. Springer, 2010. Upoko 13, rūreti.
  2. Wykes, A. The Complete Illustrated Guide to Gambling. Doubleday, 1964.
i arotakehia 2026-09-28tauira: Ūropi, kore kotahitikanga mahi ↗ngā puna kōrero ↗