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第一章
3 D1 Y+ j; @& q# C引言:6 s% }. S6 O, X% I i+ G: y
9 [" H$ `1 _* h, y# _十五年前,剛在DC 工作不久,百家樂就引進我工作的DC ,幾年後自己也開始玩, 當時反問自己, 為什麼一個比大小的遊戲, 要弄得這麼複雜,因些開始研究它的原理.百家樂是一個將正常數學系統不斷轉變的遊戲,因此當兩三莊之後,如果出現系統轉變,本來系統的閒牌會轉變成莊牌,長莊就因此出現了!根據野史,百家樂是兩位數學家為了爭論可不可能有違反統計學的系統,其中一位發明了百家樂,所以百家樂中,每一局的莊閒比例大多數不是50/50.4 O7 O0 Y* d6 }* O& g6 L& Z$ R9 s& B& N* b$ `, _
; Z( n5 \7 Z) K, u5 U; I9 ] t百家樂的變化:, p1 E) u; z6 L0 G+ u7 C
首先要明白百家樂定勝是分別有三種形式8 A* z: }( ^, m9 s1 J. }% Y5 a* l
1.四張牌定勝-下一手,莊閒不會轉變
. t( X3 Q- H9 _2 ^ V7 n3 w2.五張牌定勝-下一手,原本莊的牌會走到閒那一方,原本閒的牌會走到莊那一方.1 a" _- O: C1 k) G) R3 z1 j
3.六張牌定勝-下一手,莊閒不會轉變,但在統計數上來看只是統計多兩張牌.+ a$ R( Y4 a" n4 Q+ t3 Z6 q
7 c* Z. O3 W& M9 d3 V' ^( D# r1 Y; T, w- P* c0 K6 U
( Z" | T. g7 n) [4 T1 |破解原理:& E5 ~2 y9 C1 X+ a' b, e! Z q
1.首先要明白,一局牌洗好之後就不會改變0 Y/ v$ f: k( n* i6 \3 Y/ v; o+ F, X, U$ U7 s$ l$ [
2.要知道發牌方式,第一 三張是給閒,第二 四張給莊
6 u5 G3 |8 E' K6 ?3 X' G& b3.如果把一局牌分兩部,第一部分單數列-第1,3,5,7...張牌,第二部分雙數列-第2,4,6,8...張牌
( R9 x/ K$ K& y# E8 a' O% x4.在一開始,單數列的牌發給閒,而雙數列的牌發給莊6 s* [0 F. f# ]/ W& X/ E" P) S2 Q# m1 G7 ^- l, a1 n8 p
5.當五張牌定勝之後, 單數列的牌發給莊, 而雙數列的牌發給閒
. d( y. l; ^/ g _& d( N7 d6.四和六張定勝,發牌方式不有變化8 k( x: R4 y4 `; a2 e* {, B
7.當五張出現之後, 發牌方式會再改變一次% M c; I7 L9 M0 Y9 J0 Q
8.因此去分析單數列及雙數列牌的分佈,就能精確地估計出結果- w( |% \$ P. w4 m' l n+ y
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