20PLO light value bet on the river

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20PLO light value bet on the river

SB: $70.30
BB: $22.78
HJ: $29.55
CO: $53.23
BN: $40.02 (Hero)
Preflop ($0.30) (5 Players)
Hero was dealt 9 8 J K
HJ folds, CO folds, Hero raises to $0.40, SB calls $0.30, BB folds
call open in SB 42%. 3bet 0%
Flop ($1.00) 4 J 2 (2 Players)
SB checks, Hero bets $0.50, SB calls $0.50
PR+OE>, 2PR, 44, 22, OP
Turn ($2.00) J (2 Players)
SB checks, Hero bets $1.40, SB calls $1.40
OE>+FD, OP+FD, SET>-(J4, J2)
River ($4.80) 2 (2 Players)
SB checks, Hero bets $2.40, SB calls $2.40
Assuming no c/r range for simplicity since i b/f this hand anyway:
1. standard c/c: SET>, 1OP, 2OP
ev1 = 0.79*0.65*($7.2)+0.79*0.35*(-$2.4)+0.21*($4.8) = $3.7 - $0.66 + $1 = $4 = 20 bb
2. tight c/c: SET>-(SET=+(2, JZZZ)) (any trips or boat excluding exactly trip 2's and exactly trip J's with 3 low cards)
ev2 = 0.39*0.184*($7.2)+0.39*0.816*(-$2.4)+0.61*($4.8) = $0.5 - $0.76 + $2.9 = $2.6 = 13 bb

if i keep J4 and J2 in his range on the turn
ev1 = 0.85*0.5*($7.2)+0.85*0.5*(-$2.4)+0.15*($4.8) = $3 - $1 + $0.7 = $2.7 = 13.5bb
ev2 = 0.55*0.11*($7.2)+0.55*0.89*(-$2.4)+0.45*($4.8) = $0.4 - $1.17 + $2.16 = $1.4 = 7 bb

Conclusion. If i play perfect v a c/r (that is only lose my bet and nothing more) then value bet is +ev.

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