Ngā Rautaki Peti Rūreti · Kauneke whakarunga i te toa · 6 meneti

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.

Whakautu poto

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.

raupapa
1 · 3 · 2 · 6
huringa katoa
+12 wae
p(huringa katoa)
5.6%
tō ake moni e tūraru ana
≤ 2 wae

Hīkoitia te pūnaha

Ka neke whakamua te toa kotahi te hīkoi. Ko te hinga, ko te toa tuawhā rānei, ka hoki ki te tīmatanga.

1326Toa
moni peti e whai ake ana1hua tae noa ki nāianei0ngā hurihanga0

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.

taumatamoni petiki te hinga: hua o te huringaki te toa: tapeke o te huringa i tēnei wā
11−1+1
23−2+4
32+2+6
460+12
Ki te hinga i ngā taumata 3 me 4, ka noho tonu te huringa ki te +2, ki te 0 rānei. Ko te hoahoa ka whakaiti i te kino ki ngā wae e 2 o tō ake moni.

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%.

Me pēhea te mutu o te huringa 1-3-2-6% o ngā huringa
ka hinga i te taumata 1 (−1)
51.4%
ka hinga i te taumata 2 (−2)
25.0%
ka hinga i te taumata 3 (+2)
12.2%
ka hinga i te taumata 4 (0)
5.9%
ka oti (+12)
5.6%
% o ngā huringa
025.7051.4%

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

Te tohatoha o ngā hua wā tākarongaronga ← | → huamoni
−$730$0+$730
tautohua tētahi pou · ko ngā pou whero ngā wā tākaro hinga, ko ngā kākāriki ngā wā toa, ko te pou kōmā kei ngā taha e rua o te $0
ngā wā tākaro whai huamoni
38.6%
hua tau waenga
−$60
hua toharite
−$52.57
kua pau te pūtea
0.0%
pae ōrau 5
−$430
tau waenga o te hekenga pūtea nui rawa
−$260

Ngā pātai

He aha i 3 ai i muri i te 1, kaua ko te 2?

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 pai ake tēnei i a Paroli?

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.

He pēhi pūmau. Kotahi i ia tekau mā waru ka oti.

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. Ethier, S. N. The Doctrine of Chances: Probabilistic Aspects of Gambling. Springer, 2010. Upoko 13, rūreti.
  4. Epstein, R. A. The Theory of Gambling and Statistical Logic, 2nd ed. Academic Press, 2013.
i arotakehia 2026-09-28tauira: Ūropi, kore kotahitikanga mahi ↗ngā puna kōrero ↗