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[打法交流] 百家樂終極破解-理論編:不斷更新 [申請精華]
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本帖最后由 wlcomp 于 2011-10-16 08:28 编辑 9 G" C7 e6 K4 J: I% J

0 _+ _+ L9 h7 ?" a* H5 U第一章: j8 l9 A9 c: l9 w  O/ E
引言:- i! V' J- F8 @( c
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.
+ y+ ^4 ]* C2 ~- J- M0 c, c7 S( K2 m7 H9 f
百家樂的變化:
, [4 L* k3 z+ T首先要明白百家樂定勝是分別有三種形式
! i) T; C, b" [( r2 C1.四張牌定勝-下一手,莊閒不會轉變
0 E8 C' I" V9 X: d; k. o2 W- B2.五張牌定勝-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.# [- D4 }4 R! `# q
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.- g* u: H) h4 K3 y* k, X( T

; Y0 T  N* p$ t破解原理:
$ ]$ T: U0 ?  [1.首先要明白,一局牌洗好之後就不會改變, w$ a* a. |9 q: K$ y
2.要知道發牌方式,第一 三張是給閒,第二 四張給莊1 M, ]# k9 H  O
3.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
1 L  K9 M7 `; L4.在一開始,單數列的牌發給閒,而雙數列的牌發給莊
) L0 @. u4 e6 i+ E; r7 N5.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1 {" w9 X' Q0 l* f2 P% [) n
6.四和六張定勝,發牌方式不有變化  U7 r9 g0 W$ W
7.當五張出現之後, 發牌方式會再改變一次
  u4 M- x7 q0 |7 \! I) Z8.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3 W& _; H  p0 @! s: \+ c
0 h  v0 d+ ?! z! z. e1 q

* E+ i$ S6 U8 Y! t' O9 y' V2 d% o以後章節會教大家如何分析出精確的結果
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什么是消牌呀?
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感谢楼主的分享!
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146#
百家樂終極破解-理論編:不斷更新
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145#
每当看见这样的帖子 笑而不言 哈哈哈
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144#
终极破解,不可思议。。。。。。。。。。。。。。。。。
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143#
我要好好研究一下你的东西 不懂的地方请教一下
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142#
实在是不知道该怎么玩了
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来看楼主的经历
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140#
希望能赢钱的方法快点出现
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139#
厉害 没想到百家乐能被破解
头像被屏蔽
提示: 作者被禁止或删除 内容自动屏蔽
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137#
没看懂,好像太专业了点
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136#
哦,看看下载不了啊
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135#
谢谢楼主诚意分享,努力学习中
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谢谢楼主,学到东西了
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谢谢楼主的无私分享!顶一个
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132#
支持下楼主。
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:) :( :D :'( :@ :o
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:loveliness: :funk: :curse: :dizzy: :shutup: :sleepy:
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:) :( :D :'( :@ :o
:P :$ ;P :L :Q :lol
:loveliness: :funk: :curse: :dizzy: :shutup: :sleepy:
:hug: :victory: :time: :kiss: :handshake: :call:
:hug: :victory:
:) :( :D :'( :@ :o
:P :$ ;P :L :Q :lol
:loveliness: :funk: :curse: :dizzy: :shutup: :sleepy:
:hug: :victory: :time: :kiss: :handshake: :call:
:hug: :victory: :time: :kiss: :handshake: :call:
:hug: :victory: :time: :kiss: :handshake: :call:
:hug: :victory: :time: :kiss: :handshake: :call:
:hug: :victory: :time: :kiss: :handshake: :call:
:hug: :victory: :time: :kiss: :handshake:
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