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盘口：" t1 F+ ~$ z( t( K* N1 E* _
如果用菠菜公司对盘口的专业术语解释，很多玩家可能难以弄明白。其实，通俗点的说，盘口就是开盘的庄家根据自己的判断，对某场比赛的结果自己做出的初步预测，并以此作为玩家下注的一个中间值。
$ c0 x. f B3 ?: }! t
8 l8 A# s/ x1 C4 W盘口是一个竞猜盘下注时最重要的分析依据，玩家根据自己的分析，以此判断是压上盘还是压下盘，这将决定你的输赢结果。( F k- T8 m1 d
w1 I: C9 E, t& `. @专业菠菜公司开设的盘口种类五花八门非常之多，我这里只讲讲一些最常见的盘口种类，常开的只有“胜负盘”、“让分盘”、“总分盘”三种。8 M. Z" m( }, j7 U D5 y
# R1 M& k6 M4 ^& r, Z胜负盘：
: G9 E- U. f2 T1 J) x, z这是最容易理解的盘口了，就是判断这场比赛两支球队谁胜谁负。+ ]7 G A1 Q1 l6 v: U# P
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举例：4 l- s% N4 d% y$ c
赛事：奥兰多魔术@新泽西篮网+ P) |5 z) \% _4 l3 C
盘口：篮网胜
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玩家可对盘口做出分析，如果玩家认同盘口所预测的结果，即也认为篮网会赢，则压上盘；反之，如果认为魔术会赢，则压下盘。
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1 j. K1 r# I4 r2 Z1 j- ^让分盘：
8 T1 _! {2 {5 S5 A) K2 F很多时候，由于两支球队的实力不均衡，A队实力大大强于B队，这时候庄家如果仍然开出胜负盘，就会出现下注一边倒的情况，庄家将肯定赔本。因此，为了使盘口平衡，庄家在设置盘口时通常会设置强队让弱队一定的分数。让分盘口也是两队实力的一种体现，顾名思意在让分盘口中上盘球队不仅要赢得比赛，还要赢的比分比盘口开出的分数多时即为赢盘。
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& Z3 G3 k8 i2 B) V; R举例：- O4 _& y% Z+ a2 G
赛事：夏洛特山猫@底特律活塞 u7 Z% I3 ^. D* [3 {- x0 x
盘口：底特律活塞让14.5分, w0 j; z3 z) {# u1 {9 r
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从这个盘口可以看出，活塞队的实力比山猫队强出很多，所以要让山猫14.5分。如果玩家压了活塞（也就是压上盘），则这场比赛活塞必须赢山猫14.5分以上，也就是至少赢15分，才算玩家胜出。玩家如果觉得活塞赢不了山猫15分这么多，或者认为山猫会爆冷赢活塞，则都应该压山猫（也就是压下盘）。0 h" C2 g5 x; U( B
' j+ G2 O$ \# L$ d( o$ C总分盘：[也叫大小球盘]/ a! Q* A' y+ h. o9 ?4 w7 r
总分盘相对简单，是指竞猜本场比赛结束后两队的得分之和的盘口。如果终场时两队比分相加所得出的结果大于总分盘口，则上盘胜，俗称“大球”；反之，如果终场时两队比分相加所得出的结果小于总分盘口，则下盘胜，俗称“小球”。2 l$ t. G* S3 \+ a7 f
8 \6 C7 n# A% P, Z9 a$ }9 {0 o举例：
8 o0 o7 w9 r" j H$ s, y赛事：奥兰多魔术@新泽西篮网: C# k' M) }9 p6 G: f
盘口：总分190.5分# S* A2 G& n1 `$ M
s7 z7 }/ e6 N1 ~( j) e玩家如果认为两队得分之和将至少达到191分以上，则压上盘；否则，压下盘。$ H5 E# O. U" s/ H
注意，总分盘是指比赛结束后的得分之和，所以两队得分之和包括加时赛的得分。
: Y8 [7 c. g- G0 w' x- a# V, {& p( f+ V/ Y' R
上盘／下盘：6 h f, t+ h4 d# t( d$ p" X6 K
很多筒子经常搞不清楚盘口的上下盘，不知道到底压哪边，这里做个统一的说明。
/ w1 M* C/ @4 b胜负盘：最容易理解，见胜负盘的名词解释里的阐述。5 y2 h( U3 ]# A0 O1 Y
总分盘：大小盘也容易理解，认为两队总分将比盘口的分数要高则压上盘，认为两队总分将比盘口的分数要低则压下盘。2 ?; @: X) `' \+ R* q8 w6 ?
让分盘：这是新手比较容易迷惑的盘口。有两种方式帮助理解。, o8 \0 j+ o6 h! i
第一种，让分的强队为上盘，受让的球队为下盘。例如：“赛事：火箭@猛龙 盘口：火箭让3.5分”，则上盘为火箭胜猛龙4分或4分以上，下盘为火箭胜猛龙4分以下或者猛龙赢。$ j7 L7 w% ~0 D* j+ `' V
第二种，可以这样理解：上盘代表玩家认可盘口的预测，即认为盘口所述的比赛结果能达成，下盘代表玩家不认可盘口的预测，即认为盘口所述的比赛结果无法达成。例如：“赛事：火箭@猛龙 盘口：火箭让3.5分”，则压上盘代表玩家认可火箭能赢3.5分以上，压下盘代表玩家不认可。也即上盘代表“是”，下盘代表“否”。
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