Te Pūnaha 1-3-2-6
E whā ngā peti i te raupapa i muri i ngā toa: 1, 3, 2, 6 wae. Ka hinga, ka tīmata anō. Ko te huamoni o tētahi hurihanga katoa o te raupapa he +12 wae, mō ngā wae e 2 o tō ake moni e tūraru ana.

Kāore e hinga i a ia te wīra. He kaunekerautakiKaunekeIa ture e huri ana i te moni peti i runga i ngā hua o mua. Ka whakapiki ngā kauneke whakarunga i te hinga i muri i ngā hinga, ko ngā kauneke whakarunga i te toa i muri i ngā toa.Pānuitia katoatia → whakarunga i te toa e pēhi ana i ngā moni toa i tētahi tauira pūmau. Ko te tūponotanga ka oti te huringa toa e whā ko (18/37)⁴ ≈ 5.6%. Ko te ngaronga tūmanakopāngarauNgaronga tūmanakoTe uara tūmanako whakareatia ki te tapeke o te moni kua petihia; te moni toharite ka ngaro i roto i te wā tākaro, i tētahi wā rānei.Pānuitia katoatia → he 2.70% o te tapeke peti.
Hīkoitia te pūnaha
Ka neke whakamua te toa kotahi te hīkoi. Ko te hinga, ko te toa tuawhā rānei, ka hoki ki te tīmatanga.
Ko ngā moni peti me ngā hua he wae o te peti taketake.
Me pēhea te mahi a te pūnaha 1-3-2-6?
Petihia kotahi te 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 →. Ka toa: petihia e toru (ngā wae e rua kei te tēpu ināianei me tētahi atu). Ka toa: petihia e rua, ka pupuri i ngā wae e whā. Ka toa: petihia e ono. Ka toa: kohia, kua oti te huringa i te +12 wae. Ka hinga i tētahi taumata, ka hoki ki te wae kotahi. I hangaia te raupapa kia kotahi noa te utu o te hinga i te peti tuarua, arā, e rua noa ngā wae o tō ake moni, ā, ki te hinga i te peti tuatoru, tuawhā rānei, kei mua tonu koe, kei te ōrite rānei mō te huringa.
E hia te auau o ia mutunga?
p = 18/37 mō ia toa. Ka hinga i te taumata 1: 51.4%. Ka toa 1, ka hinga i te 2: 25.0%. Ka toa 2, ka hinga i te 3: 12.2%. Ka toa 3, ka hinga i te 4: 5.9%. Ka oti: 5.6%. Te hua tūmanako o te huringa: −1(0.514) − 2(0.250) + 2(0.122) + 0(0.059) + 12(0.056) = −0.514 − 0.500 + 0.244 + 0 + 0.672 = −0.098 wae. Te tapeke petimoniTapeke petiTe tapeke o te moni kua petihia i roto i te wā tākaro, i tētahi wā rānei, tae atu ki ngā moni toa kua petihia anō. Arā anō: handle, action.Pānuitia katoatia → tūmanako mō ia huringa ≈ 1 + 3(0.486) + 2(0.237) + 6(0.115) = 3.62 wae. Ōwehenga: −2.7%.
He pēhea te āhua o tētahi wā tākaro?
E toru i ia whā huringa ka ngaro te wae kotahi, e rua rānei. Kotahi i ia tekau mā waru ka oti mō te +12. Ka heke iti haere ngā wā tākaro, ā, i ētahi wā ka peke ake i te +12; ko te 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 → ka mutu te wā tākaro hurihanga 100 me te huamoni he tata ki te 39%. Kāore he pari, kāore he tūraru nui, ā, ka tangohia e te whare tōna 2.70% o ngā mea katoa i pēhia.
Ka whai hua te pūnaha 1-3-2-6?
Kāo. Ko te raupapa o ngā peti e whā te mea e whakatau ana ko ēhea ngaronga ka mamae, ehara ko te nui o te ngaronga. Ko te tatau i runga ake ka puta ki te −2.7% o ngā mea katoa i petihia, he ōrite ki te peti kotahi ki te wheropetiWheroHe peti utu ōrite ki ngā tau whero e 18. Wīwī: rouge.Pānuitia katoatia →.
Ko te whakaaro whakawai, mai i te peti tuatoru kei te tākaro koe ki ngā moni toa. Engari nōu kē ngā moni toa mai i te wā ka utua, ā, ka tangohia anō e te wīra te 2.70% ōrite i aua moni.
He momo kē atu anō?
He momo ngāwari ake te 1-3-2-4 (huringa katoa +10, moni peti whakamutunga 4). He maha ngā wā ka pōhēhētia te 1-2-3-6 me te 1-3-2-6; mā te raupapa e whakatau ko ēhea ngaronga ka mamae. He ōrite te 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 → o ngā momo katoa; ka hora kē noa te raupapa i taua uara.
Taputapu whaihanga · 1-3-2-6
2,000 wā tākaro o ngā peti utu ōrite mai i te pūtea tākaro $1,000.
Peti taketake $10 · tepe tēpu $500 · 100 hurihanga ia wā tākaro
Ngā pātai
Kia 2 noa ngā wae o tō ake moni ka ngaro ki te hinga i te taumata 2 (he +1 tāu, ka petihia e 3, ka hinga: −2).
He āhua rerekē. Ka tūraru a ParolirautakiParoliHe kauneke whakarunga i te toa: whakaruatia i muri i te toa, tīmata anō i muri i te hinga, i muri rānei i ngā toa e toru i te raupapa kotahi. Arā anō: Martingale kōaro.Pānuitia katoatia → i te wae 1 mō ia huringa mō te +7; ka tūraru tēnei i te 2 nui rawa mō te +12. He ōrite te painga o te whare.
He katakata iti

He pēhi pūmau. Kotahi i ia tekau mā waru ka oti.
Ngā Puna
- RouletteDoc. He tirohanga whānui ki ngā rautaki rūreti.
- Roulette77. He tirohanga whānui ki ngā rautaki rūreti.
- Ethier, S. N. The Doctrine of Chances: Probabilistic Aspects of Gambling.
- Epstein, R. A. The Theory of Gambling and Statistical Logic, 2nd ed.