Tiers du Cylindre i te Rūreti

Ngā takirua

5-8, 10-11, 13-16, 23-24, 27-30, 33-36. E ono ngā maramaramoniMaramaraHe tohu e tohu ana i tētahi moni pūmau, ka whakatakotoria ki te mahere peti hei peti. Arā anō: check.Pānuitia katoatia →, he takiruapetiTakiruaNgā tau e rua e tata ana, ko te utunga 17:1.Pānuitia katoatia → ia mea ka utua 17 ki te 1. Ka rere tūtata ngā tau tekau mā rua huri noa i te wīra mai i te 27 ki te 33: 27 13 36 11 30 8 23 10 5 24 16 33. Ka pānuitia ko “tiers” (tiers du cylindreFR · wāhangaTiers du cylindre“Hautoru o te wīra”: ngā tau tekau mā rua kei te taha kōaro ki te kore, 27 ki te 33 i te wīra, ka petihia ki ngā takirua e ono.Pānuitia katoatia →, i ētahi wā ko “series 5/8” i ngā whare petipeti o Tiamana, i muri i te takirua tuatahi).

Te utunga me te tūmanako

Ina toa, ka utua 17 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 → ki tētahi takirua, ka hinga ērā atu e rima: ko te tapeke +12 i runga i te moni peti 6 wae. 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 → 12/37. EV mō ia hurihanga: (12/37)(12) − (25/37)(6) = (144 − 150)/37 = −6/37, arā, 2.70% o ngā wae e ono. He ōrite te kapinga ki te tatinipetiTatini1–12, 13–24, 25–36 rānei, ko te utunga 2:1.Pānuitia katoatia →, engari kei te wīra, kaua i te mahere petitaputapuMahere petiTe tukutuku peti kua tāia ki te tēpu. Arā anō: tēpu, kākahu tēpu, felt.Pānuitia katoatia →, ā, he 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 → papatahi: he ōrite te utu o ia toa.

Te tiers me te tatini

Ka kapi ngā mea e rua i ngā tau tekau mā rua i te 32.43%. Ka utua te tatini $30 +$60 ina toa, ōrite tonu ki ngā takirua $5 e ono. He peti kotahi rāua ā-utunga, ā-tūponotanga hoki; ko te rerekētanga anake ko ngā tau tekau mā rua, me te mea he pewa ngā tau, kāore rānei. Mō te kaitākaro wīra tītaha, koia te mea katoa; mō te kaitākaro pūnaha, he kore noa iho.

He aha i tauaro ai ki te kore

Ka taupoki ngā peti wāhangawīraWāhangaHe pewa kōhao honohono i te wīra, he rerekē i tētahi rōpū i te mahere peti.Pānuitia katoatia → Wīwī i te wīra: ka tangohia e 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 → ngā kōhaotaputapuKōhaoTētahi o ngā wehenga e 37 kua tauia i te rōta. Arā anō: slot, cup.Pānuitia katoatia → 17 huri noa i 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 →, e te tiers ngā mea 12 kei te taha tauaro tonu, e orphelinsFR · wāhangaOrphelins“Pani”: ngā tau e waru i toe i te voisins me te tiers: 17, 34, 6 me 1, 20, 14, 31, 9.Pānuitia katoatia → ngā mea 8 e toe ana i ngā pewa iti e rua. Ka kapi tahi rātou i ngā mea 37 katoa, kotahi anake te wā. I whakapaerewatia ēnei e toru i Monte Carlo, ā, kua tāia ki te ara reihitēpuAra reihiTe tīwhiri porotītaha i ngā mahere peti ora, hiko hoki e whakaatu ana i ngā tau i te raupapa o te wīra, hei whakatakoto i ngā peti kiritata me ngā peti wāhanga ki te pā kotahi.Pānuitia katoatia → o ia tēpu ora.

Te Rūreti o Monte CarloTe Tēpu Rūreti

I te tēpu

Ka tukuna e te kaitiritiri ā-tinana ngā maramara e ono i roto i ētahi hēkona, ā, ka whakahua anō i te karanga (“tiers, cinq pièces” mō ngā wae e rima ki ia mea). Ā-ipurangi, ka tukuna e te pātōtanga kotahi i te pātene ara reihi ngā mea e ono katoa. Ka pā ngā tepe iti ki te tapeke o te karanga, nā reira ko te tepe iti $5 mō ngā peti o roto ka tutuki i ngā maramara $1 e ono.

Ngā pātai