Add rule shuffling, new stratification procedure
| author |
Steve Losh <steve@stevelosh.com> |
| date |
Wed, 17 May 2017 13:36:59 +0000 |
| parents |
3f23f6b95cac |
| children |
(none) |
(role red)
(role blue)
(x 1)
(x 2)
(x 3)
(y 1)
(y 2)
(y 3)
(y 4)
(y 5)
(y 6)
(piece flag)
(piece bomb)
(piece spy)
(piece marshal)
(piece miner)
(piece scout)
(immobile flag)
(immobile bomb)
(<= (init (cell ?x 3 b))
(x ?x)
)
(<= (init (cell ?x 4 b))
(x ?x)
)
(<= (init (inPool ?r ?p))
(role ?r)
(piece ?p)
)
;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
(order red 1 1 1)
(order red 2 2 1)
(order red 3 3 1)
(order red 4 1 2)
(order red 5 2 2)
(order red 6 3 2)
(order blue 1 1 5)
(order blue 2 2 5)
(order blue 3 3 5)
(order blue 4 1 6)
(order blue 5 2 6)
(order blue 6 3 6)
(<= (legal ?r (place ?x ?y ?p))
(role ?r)
(true (step ?s))
(order ?r ?s ?x ?y)
(true (inPool ?r ?p))
)
(<= (placed ?r ?p)
(does ?r (place ?x ?y ?p))
)
(<= (next (inPool ?r ?p))
(true (inPool ?r ?p))
(not (placed ?r ?p))
)
(<= (next (cell ?x ?y ?p))
(does ?r (place ?x ?y ?p))
)
(<= (next (occupied ?x ?y ?r))
(does ?r (place ?x ?y ?p))
)
;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
;;; move for spy, miner and marshal
(<= (legal ?r (move ?x ?y ?x2 ?y2))
(role ?r)
playingPhase
(true (turn ?r))
(true (occupied ?x ?y ?r))
(true (cell ?x ?y ?p))
(adjacent ?x ?y ?x2 ?y2)
(not (immobile ?p))
(not (true (occupied ?x2 ?y2 ?r)))
)
;;; special move for scout
(<= (legal ?r (move ?x ?y ?x3 ?y3))
(role ?r)
playingPhase
(true (turn ?r))
(true (occupied ?x ?y ?r))
(true (cell ?x ?y scout))
(adjacent ?x ?y ?x2 ?y2)
(adjacent ?x2 ?y2 ?x3 ?y3)
(true (cell ?x2 ?y2 b))
(not (true (occupied ?x3 ?y3 ?r)))
)
(<= (legal ?r noop)
(role ?r)
playingPhase
(not (true (turn ?r)))
)
(<= (anyMobile ?r)
(role ?r)
playingPhase
(true (occupied ?x ?y ?r))
(true (cell ?x ?y ?p))
(adjacent ?x ?y ?x2 ?y2)
(not (immobile ?p))
(not (true (occupied ?x2 ?y2 ?r)))
)
(<= (legal ?r noop)
(role ?r)
playingPhase
(true (turn ?r))
(not (anyMobile ?r))
)
(<= (anyMoveFrom ?x ?y)
(does ?r (move ?x ?y ?x2 ?y2))
)
(<= (anyMoveTo ?x2 ?y2)
(does ?r (move ?x ?y ?x2 ?y2))
)
(<= (next (cell ?x ?y ?p))
(true (cell ?x ?y ?p))
(not (anyMoveFrom ?x ?y))
(not (anyMoveTo ?x ?y))
)
(<= (next (cell ?x ?y b))
(does ?r (move ?x ?y ?x2 ?y2))
)
(<= (next (occupied ?x ?y ?r))
(true (occupied ?x ?y ?r))
(not (anyMoveFrom ?x ?y))
(not (anyMoveTo ?x ?y))
)
(<= (next (cell ?x ?y ?p))
(true (cell ?x0 ?y0 ?p))
(does ?r (move ?x0 ?y0 ?x ?y))
(role ?r2)
(not (true (occupied ?x ?y ?r2)))
(distinct ?r ?r2)
)
(<= (next (occupied ?x ?y ?r))
(true (occupied ?x0 ?y0 ?r))
(does ?r (move ?x0 ?y0 ?x ?y))
(role ?r2)
(not (true (occupied ?x ?y ?r2)))
(distinct ?r ?r2)
)
(<= (sees ?r (did ?r ?m))
(does ?r ?m)
)
(<= (sees ?r (did ?r2 (move ?x ?y ?x2 ?y2)))
(role ?r)
(does ?r2 (move ?x ?y ?x2 ?y2))
(distinct ?r ?r2)
)
;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
(<= (sees ?r (cell ?x ?y ?p))
(true (cell ?x ?y ?p))
(true (occupied ?x ?y ?r2))
(does ?r (move ?x0 ?y0 ?x ?y))
(distinct ?r ?r2)
)
(<= (sees ?r (cell ?x ?y ?p))
(role ?r)
(does ?r2 (move ?x ?y ?x2 ?y2))
(true (occupied ?x2 ?y2 ?r))
(true (cell ?x ?y ?p))
)
(<= (next (cell ?x ?y ?p))
(true (cell ?x ?y ?p))
(true (occupied ?x ?y ?r))
(does ?r2 (move ?x0 ?y0 ?x ?y))
(distinct ?r ?r2)
(true (cell ?x0 ?y0 ?p0))
(beats ?p0 ?p ?p)
)
(<= (next (cell ?x ?y ?p0))
(true (cell ?x ?y ?p))
(true (occupied ?x ?y ?r))
(does ?r2 (move ?x0 ?y0 ?x ?y))
(distinct ?r ?r2)
(true (cell ?x0 ?y0 ?p0))
(beats ?p0 ?p ?p0)
)
(<= (next (cell ?x ?y b))
(true (cell ?x ?y ?p))
(true (occupied ?x ?y ?r))
(does ?r2 (move ?x0 ?y0 ?x ?y))
(distinct ?r ?r2)
(true (cell ?x0 ?y0 ?p))
)
(<= (next (occupied ?x ?y ?r))
(true (cell ?x ?y ?p))
(true (occupied ?x ?y ?r))
(does ?r2 (move ?x0 ?y0 ?x ?y))
(distinct ?r ?r2)
(true (cell ?x0 ?y0 ?p0))
(beats ?p0 ?p ?p)
)
(<= (next (occupied ?x ?y ?r2))
(true (cell ?x ?y ?p))
(true (occupied ?x ?y ?r))
(does ?r2 (move ?x0 ?y0 ?x ?y))
(distinct ?r ?r2)
(true (cell ?x0 ?y0 ?p0))
(beats ?p0 ?p ?p0)
)
;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
(<= (anyFlag ?r)
(true (cell ?x ?y flag))
(true (occupied ?x ?y ?r))
)
(<= playingPhase
(not (true (step 1)))
(not (true (step 2)))
(not (true (step 3)))
(not (true (step 4)))
(not (true (step 5)))
(not (true (step 6)))
)
(<= terminal
(role ?r)
(not (anyFlag ?r))
playingPhase
)
(<= terminal
playingPhase
(not (anyMobile red))
(not (anyMobile blue))
)
(<= terminal
(true (step 51))
)
(<= (goal red 100)
(not (anyFlag blue))
)
(<= (goal blue 100)
(not (anyFlag red))
)
(<= (goal ?r 50)
(role ?r)
(anyFlag red)
(anyFlag blue)
(true (step 51))
)
(<= (goal ?r 50)
(role ?r)
(anyFlag red)
(anyFlag blue)
(not (anyMobile red))
(not (anyMobile blue))
)
(<= (goal red 0)
(not (anyFlag red))
)
(<= (goal blue 0)
(not (anyFlag blue))
)
;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
;;; attacker, defender, winner
;;; if attacker and defender are equal, both lose
(beats spy flag spy)
(beats spy bomb bomb)
(beats spy marshal spy)
(beats spy miner miner)
(beats spy scout scout)
(beats marshal flag marshal)
(beats marshal bomb bomb)
(beats marshal spy marshal)
(beats marshal miner marshal)
(beats marshal scout marshal)
(beats miner flag miner)
(beats miner bomb miner)
(beats miner spy miner)
(beats miner marshal marshal)
(beats miner scout miner)
(beats scout flag scout)
(beats scout bomb bomb)
(beats scout spy scout)
(beats scout marshal marshal)
(beats scout miner miner)
;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
(cellsucc 1 2)
(cellsucc 2 3)
(cellsucc 3 4)
(cellsucc 4 5)
(cellsucc 5 6)
(<= (adjacent ?x ?y ?x ?y2)
(x ?x)
(cellsucc ?y ?y2)
)
(<= (adjacent ?x ?y ?x ?y2)
(x ?x)
(cellsucc ?y2 ?y)
)
(<= (adjacent ?x ?y ?x2 ?y)
(x ?x)
(x ?x2)
(y ?y)
(cellsucc ?x ?x2)
)
(<= (adjacent ?x ?y ?x2 ?y)
(x ?x)
(x ?x2)
(y ?y)
(cellsucc ?x2 ?x)
)
;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
(init (turn red))
(<= (next (turn blue))
(true (turn red))
)
(<= (next (turn red))
(true (turn blue))
)
(init (step 1))
(<= (next (step ?n1))
(true (step ?n0))
(succ ?n0 ?n1)
)
(succ 1 2)
(succ 2 3)
(succ 3 4)
(succ 4 5)
(succ 5 6)
(succ 6 7)
(succ 7 8)
(succ 8 9)
(succ 9 10)
(succ 10 11)
(succ 11 12)
(succ 12 13)
(succ 13 14)
(succ 14 15)
(succ 15 16)
(succ 16 17)
(succ 17 18)
(succ 18 19)
(succ 19 20)
(succ 20 21)
(succ 21 22)
(succ 22 23)
(succ 23 24)
(succ 24 25)
(succ 25 26)
(succ 26 27)
(succ 27 28)
(succ 28 29)
(succ 29 30)
(succ 30 31)
(succ 31 32)
(succ 32 33)
(succ 33 34)
(succ 34 35)
(succ 35 36)
(succ 36 37)
(succ 37 38)
(succ 38 39)
(succ 39 40)
(succ 40 41)
(succ 41 42)
(succ 42 43)
(succ 43 44)
(succ 44 45)
(succ 45 46)
(succ 46 47)
(succ 47 48)
(succ 48 49)
(succ 49 50)
(succ 50 51)