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本帖最后由 天策-耀山 于 2021-10-25 20:38 编辑
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3 I, B4 T p. C免佣百家乐是由传统百家乐演变而来,兩者的玩法非常相似,不同的是免佣百家乐增加了一项超6的特别投注,庄家的赔率也有别于传统百家乐。0 X C3 c% Z. q7 D8 w& R0 d
! U+ `9 J9 c1 Y- 免佣百家乐游戏平台:AG旗舰厅、AG国际厅、EA厅、OPUS厅、MG厅# S! A% L2 w; u0 P1 Y
. c) a0 y* ^. A& [- j C
- 游戏规则
0 Y- n6 r2 l* Q免佣百家乐玩法的博牌规则和投注种类与经典百家乐基本一致,但投注庄的派彩方式有区别。其投注种类与派彩如下:( C$ _" x7 O( m+ e) F
3 i9 g* u. \9 S7 m, Z" `" T
免佣百家樂是由传统百家樂演变而来,两者的玩法非常相似,不同的是免佣百家樂庄家的赔率有别于传统百家樂。
. Q- ]! G* ~" z& B( g1 {2 f8 ^6 a. a; A- u
派彩 | 庄赢赔率(不含本) | 闲赢赔率(不含本) | 和赔率(不含本)
9 c2 d7 q( o8 s# n% r& |: o | 传统百家樂 | 1:0.95 | 1:1 | 1:8 | 免佣百家樂 | 1:1(如庄6点赢,1:0.5) | 1:1 | 1:8
9 ?* g# R+ W! m8 M& F* L: [ | o/ V& m! \ W8 \1 T: {
在免佣百家樂中:
6 t* b p2 N/ o5 N0 E' O& ?• 选择押庄赢1赔1 免抽水(如庄6点赢, 1赔0.5)! D: a. _$ ?! U' G, q
• 选择押闲赢 1赔1 免抽水
- b V) H+ `9 K( E/ V1 R• 选择押和局 1赔8 免抽水
& `/ C9 ^- S" t; P9 I) { ( `: R8 K* P- s; C2 C, P
庄例牌赢 - 庄首两张牌的点数总和为8或9点并胜出该牌局。
" \+ [; k" j, H, n闲例牌赢 - 闲首两张牌的点数总和为8或9点并胜出该牌局。, M4 r5 H" m7 k4 K( N
庄/闲总点数投注 - 指庄或闲在该牌局中获得的点数总和,根据相对应的赔率派彩,并不计算庄/闲在该牌局中的胜负。
7 x' }7 T6 b* o* w/ d
' z( N6 H; l2 L) f(1) 对战百分比区域: B e3 e7 L/ O8 P* K2 j3 s
该区域的显示是依据所有身处同一伺服器之玩家在「庄」、「闲」投注位所投注的总金额比例来显示。. P( S x1 |1 }0 V
对战百分比区域的百分比为即时更新,即当有玩家投注庄、闲投注位并确认投注后, 就立即更新百分比比例。# q' @9 T4 G7 Z3 @- E: o
当开始新的一局,且还没有玩家投注时,对战百分比区域的庄、闲百分比率分别为50%。
) h; L# X) A. [1 M: {: T
( p2 i+ u* O6 h0 A( b& T- [) r& ]2 U$ {
左边为「闲」投注位百分比,右边为「庄」投注位百分比
2 \6 M7 z* x) ^) {- p
. q6 L. J* [0 j: c- I4 s(2) 赔率:
' B- i& c' k* z% `, w 投注种类 | 赔率(不含本) | 庄对 | 1:11 | 闲对 | 1:110 U1 [6 t6 ~% o
| 庄例牌赢 | 1:4 | 闲例牌赢 | 1:4
& l. x5 n. e/ m* A4 r4 q4 e/ w | 庄总点数0 | 1:8! V p5 f# u8 h
| 庄总点数1 | 1:10.5
+ d" u. H9 m$ g/ C5 V3 X8 J, E | 庄总点数2 | 1:10.5 | 庄总点数3 | 1:10.5 | 庄总点数4 | 1:7.5 | 庄总点数5 | 1:7.5 | 庄总点数6 | 1:5.5! \1 {7 M+ F- C
| 庄总点数7 | 1:5.5
* X% [! _: y/ t8 P1 Y | 庄总点数8 | 1:5.5
" b# k) I4 g5 M) G' G2 A! y | 庄总点数9 | 1:5.5
' i, V2 T, f5 [2 \0 c/ W$ S* m | 闲总点数0 | 1:8 | 闲总点数1 | 1:10.5
: D7 R0 [$ ^ I3 r& r- H | 闲总点数2 | 1:10.57 W' @. k. Y6 l Q- k
| 闲总点数3 | 1:10.5
! d! b8 x% k0 E3 }% O( b | 闲总点数4 | 1:9.55 p; H* D0 K4 h. D
| 闲总点数5 | 1:9.5' d* c L( K1 x. ^
| 闲总点数6 | 1:5.5 | 闲总点数7 | 1:5.5 | 闲总点数8 | 1:5.5 | 闲总点数9 | 1:5.5 |
+ h$ {( Z& _+ s$ y
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