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“四二法则”是一种估算概率的方法,让你能快速计算你想要的牌出现的概率。. @$ Q2 J# W2 z3 k& F; H
1 l! `3 N; Y! ^比如:桌子上的牌是A-6-7-Q,而你的手牌是8-9。你想要再来一张5或者10来凑成顺子,但你只剩最后一轮机会。7 y/ }( p! P! f/ c* [; J
3 E2 s3 s& O/ F! ` x3 m# L& V" ?严格来计算德扑概率应该这样:
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一副牌52张,去掉翻牌3张,转牌1张,手牌2张,剩下52-3-2-1=46张;' q- x0 t% a3 g4 h% n; F0 N
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你想要的牌是4张5和4张10,共4+4=8张。! m3 m5 T- K$ K2 k0 V
w& n6 q0 C3 j) W+ P7 ~ A那么此时,你在河牌中顺子的概率为:8/46=0.1739,即17%。
# o. `% |4 j, D/ x4 b* f/ Q5 s- S! f4 Z, K5 z
你可能觉得这样计算会比较麻烦,于是就有了四二法则,即:你想要的牌有4+4=8张,
) l( p% a9 X& x: z: ^0 u, e3 M
' T4 [; [" y" v8 j0 |) j' C只剩最后一轮机会,所以让8*2=16,即你有约16%的机会中顺子,与上述17%基本近似。5 Q! _1 X& A/ S7 n9 z8 m
1 J5 I) s0 j- R9 a: |0 u% a这是四二法则中的“二”。% z: d( @; Y* E! i4 m8 S8 A
5 e2 \/ {( k* s# Y- s, p当然,如果你还有两轮机会的话,即河牌圈与转牌圈,情况是这样的。/ l: `+ J0 v) W( S" J2 q- t1 D3 \
0 q- a8 W* M# l; I2 t% X3 k
比如桌子上翻牌为A-6-7,你的手牌依旧是8,9。
! Z1 f# E3 a( ?6 \4 a" A9 O0 U* I. i+ J. l; T+ r% p% Q: ]
不一样的是,你有两轮机会来等5或者10,共8张想要的牌
9 c! d( _$ P1 U- F8 m$ Y$ ^6 l$ i) z+ Z/ Y6 a0 q* |( F
那么两轮内你中顺子的概率为:
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1-(47-8)/47*(46-8)/46=0.3145,即约为31%。" n R% I% @& K) L n/ T3 M1 X
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那么利用四二法则,8*4=32,即你约有32%的机会中顺子,是不是跟理论值也很接近。
9 |4 M S# q& O$ T+ z- o% _2 l3 e1 ]! a( R/ Y+ O E
这就是四二法则中的“四”。
: Q: O6 i; o- N1 p' t
- {( C# y$ t+ n, k. ~9 ]# X/ V总之就是,先想好自己想要的牌的张数,然后,还有两轮机会就乘4,还有一轮机会就乘2,得到的就是你想要的牌接下来会出现的概率。接着,根据真人德扑圈的游戏玩家以及战况来决定接下来该怎么办。利用好四二法则,可以帮你快速估算概率。: A$ _' b0 D# c
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