import Control.Monad
import Data.Ratio
import Data.List
 
data Type
    = Normal
    | Fighting
    | Flying
    | Poison
    | Ground
    | Rock
    | Bug
    | Ghost
    | Steel
    | Fire
    | Water
    | Grass
    | Electric
    | Psychic
    | Ice
    | Dragon
    | Dark
    | Fairy
  deriving (Enum, Show, Eq, Ord)
 
everyType :: [Type]
everyType = enumFrom Normal
 
everyTypeCombo :: [[Type]]
everyTypeCombo = filter (not . null) rawPairs
  where
    rawPairs = liftM2 makePair everyType everyType
    makePair t1 t2
        | t1 == t2 = [t1]
        | t1  < t2 = [t1, t2]
        | otherwise = []
 
weightTypes :: [[Type]] -> [(Float, [Type])]
weightTypes ts = map (\ts -> (typeDefRank ts, ts)) ts
 
bestTypes :: [(Float, [Type])]
bestTypes = sortBy (\a b -> fst b `compare` fst a) $ weightTypes everyTypeCombo
 
multiTypeEff :: Type -> [Type] -> Rational
multiTypeEff attack defendList =
    foldr effMul 1 defendList
      where effMul ty r = typeEff attack ty * r
 
typeDefRank :: [Type] -> Float
typeDefRank ts =
    rankList everyType
      where
        rankList ots =
            sum $ map (\t -> typeEffRank (multiTypeEff t ts) * offensiveTypeRank t) ots
 
main :: IO ()
main = mapM_ print bestTypes
 
-- This determines how resistances and weaknesses are weighted.
typeEffRank :: Rational -> Float
typeEffRank r
    | r == 0 = 3.3
    | r == 1 = 0.0
    | r  < 1 = 0.7 / fromRational r
    | r  > 1 = negate ((fromRational r + 1.0) ^^ 2) / 16.0
 
-- Weighting of attacking types. Use this to specify what you're
-- defending from.
offensiveTypeRank :: Type -> Float
offensiveTypeRank Normal   = 40.0
offensiveTypeRank Fighting = 30.0
offensiveTypeRank Flying   = 80.0
offensiveTypeRank Poison   = 0.0
offensiveTypeRank Ground   = 20.0
offensiveTypeRank Rock     = 0.0
offensiveTypeRank Bug      = 10.0
offensiveTypeRank Ghost    = 0.0
offensiveTypeRank Steel    = 0.0
offensiveTypeRank Fire     = 40.0
offensiveTypeRank Water    = 0.0
offensiveTypeRank Grass    = 0.0
offensiveTypeRank Electric = 0.0
offensiveTypeRank Psychic  = 0.0
offensiveTypeRank Ice      = 0.0
offensiveTypeRank Dragon   = 0.0
offensiveTypeRank Dark     = 0.0
offensiveTypeRank Fairy    = 0.0
 
typeEff :: Type -> Type -> Rational
typeEff Normal   Rock     = 1 % 2 
typeEff Normal   Steel    = 1 % 2 
typeEff Normal   Ghost    = 0
typeEff Fighting Normal   = 2
typeEff Fighting Rock     = 2
typeEff Fighting Steel    = 2
typeEff Fighting Ice      = 2
typeEff Fighting Dark     = 2
typeEff Fighting Flying   = 1 % 2 
typeEff Fighting Poison   = 1 % 2 
typeEff Fighting Bug      = 1 % 2 
typeEff Fighting Psychic  = 1 % 2 
typeEff Fighting Fairy    = 1 % 2 
typeEff Fighting Ghost    = 0
typeEff Flying   Fighting = 2
typeEff Flying   Bug      = 2
typeEff Flying   Grass    = 2
typeEff Flying   Rock     = 1 % 2 
typeEff Flying   Steel    = 1 % 2 
typeEff Flying   Electric = 1 % 2 
typeEff Poison   Grass    = 2
typeEff Poison   Fairy    = 2
typeEff Poison   Poison   = 1 % 2
typeEff Poison   Ground   = 1 % 2
typeEff Poison   Rock     = 1 % 2
typeEff Poison   Ghost    = 1 % 2
typeEff Poison   Steel    = 0
typeEff Ground   Poison   = 2
typeEff Ground   Rock     = 2
typeEff Ground   Steel    = 2
typeEff Ground   Fire     = 2
typeEff Ground   Electric = 2
typeEff Ground   Bug      = 1 % 2
typeEff Ground   Grass    = 1 % 2
typeEff Ground   Flying   = 0
typeEff Rock     Flying   = 2
typeEff Rock     Bug      = 2
typeEff Rock     Fire     = 2
typeEff Rock     Ice      = 2
typeEff Rock     Fighting = 1 % 2
typeEff Rock     Ground   = 1 % 2
typeEff Rock     Steel    = 1 % 2
typeEff Bug      Grass    = 2
typeEff Bug      Psychic  = 2
typeEff Bug      Dark     = 2
typeEff Bug      Fighting = 1 % 2
typeEff Bug      Flying   = 1 % 2
typeEff Bug      Poison   = 1 % 2
typeEff Bug      Ghost    = 1 % 2
typeEff Bug      Steel    = 1 % 2
typeEff Bug      Fire     = 1 % 2
typeEff Bug      Fairy    = 1 % 2
typeEff Ghost    Ghost    = 2
typeEff Ghost    Psychic  = 2
typeEff Ghost    Dark     = 1 % 2 
typeEff Ghost    Normal   = 0
typeEff Steel    Rock     = 2
typeEff Steel    Ice      = 2
typeEff Steel    Fairy    = 2
typeEff Steel    Steel    = 1 % 2
typeEff Steel    Fire     = 1 % 2
typeEff Steel    Water    = 1 % 2
typeEff Steel    Electric = 1 % 2
typeEff Fire     Bug      = 2
typeEff Fire     Steel    = 2
typeEff Fire     Grass    = 2
typeEff Fire     Ice      = 2
typeEff Fire     Rock     = 1 % 2
typeEff Fire     Fire     = 1 % 2
typeEff Fire     Water    = 1 % 2
typeEff Fire     Dragon   = 1 % 2
typeEff Water    Ground   = 2
typeEff Water    Rock     = 2
typeEff Water    Fire     = 2
typeEff Water    Water    = 1 % 2
typeEff Water    Grass    = 1 % 2
typeEff Water    Dragon   = 1 % 2
typeEff Grass    Ground   = 2
typeEff Grass    Rock     = 2
typeEff Grass    Water    = 2
typeEff Grass    Flying   = 1 % 2
typeEff Grass    Poison   = 1 % 2
typeEff Grass    Bug      = 1 % 2
typeEff Grass    Steel    = 1 % 2
typeEff Grass    Fire     = 1 % 2
typeEff Grass    Grass    = 1 % 2
typeEff Grass    Dragon   = 1 % 2
typeEff Electric Flying   = 2
typeEff Electric Water    = 2
typeEff Electric Grass    = 1 % 2
typeEff Electric Electric = 1 % 2
typeEff Electric Dragon   = 1 % 2
typeEff Electric Ground   = 0
typeEff Psychic  Fighting = 2
typeEff Psychic  Poison   = 2
typeEff Psychic  Steel    = 1 % 2
typeEff Psychic  Psychic  = 1 % 2
typeEff Psychic  Dark     = 0
typeEff Ice      Flying   = 2
typeEff Ice      Ground   = 2
typeEff Ice      Grass    = 2
typeEff Ice      Dragon   = 2
typeEff Ice      Steel    = 1 % 2
typeEff Ice      Fire     = 1 % 2
typeEff Ice      Water    = 1 % 2
typeEff Ice      Ice      = 1 % 2
typeEff Dragon   Dragon   = 2
typeEff Dragon   Steel    = 1 % 2
typeEff Dragon   Fairy    = 0
typeEff Dark     Ghost    = 2
typeEff Dark     Psychic  = 2
typeEff Dark     Fighting = 1 % 2
typeEff Dark     Dark     = 1 % 2
typeEff Dark     Fairy    = 1 % 2
typeEff Fairy    Fighting = 2
typeEff Fairy    Dragon   = 2
typeEff Fairy    Dark     = 2
typeEff Fairy    Poison   = 1 % 2
typeEff Fairy    Steel    = 1 % 2
typeEff Fairy    Fire     = 1 % 2
typeEff _        _        = 1
 
 
 

import Control.Monad
import Data.Ratio
import Data.List

data Type
    = Normal
    | Fighting
    | Flying
    | Poison
    | Ground
    | Rock
    | Bug
    | Ghost
    | Steel
    | Fire
    | Water
    | Grass
    | Electric
    | Psychic
    | Ice
    | Dragon
    | Dark
    | Fairy
  deriving (Enum, Show, Eq, Ord)

everyType :: [Type]
everyType = enumFrom Normal

everyTypeCombo :: [[Type]]
everyTypeCombo = filter (not . null) rawPairs
  where
    rawPairs = liftM2 makePair everyType everyType
    makePair t1 t2
        | t1 == t2 = [t1]
        | t1  < t2 = [t1, t2]
        | otherwise = []

weightTypes :: [[Type]] -> [(Float, [Type])]
weightTypes ts = map (\ts -> (typeDefRank ts, ts)) ts

bestTypes :: [(Float, [Type])]
bestTypes = sortBy (\a b -> fst b `compare` fst a) $ weightTypes everyTypeCombo

multiTypeEff :: Type -> [Type] -> Rational
multiTypeEff attack defendList =
    foldr effMul 1 defendList
      where effMul ty r = typeEff attack ty * r

typeDefRank :: [Type] -> Float
typeDefRank ts =
    rankList everyType
      where
        rankList ots =
            sum $ map (\t -> typeEffRank (multiTypeEff t ts) * offensiveTypeRank t) ots

main :: IO ()
main = mapM_ print bestTypes

-- This determines how resistances and weaknesses are weighted.
typeEffRank :: Rational -> Float
typeEffRank r
    | r == 0 = 3.3
    | r == 1 = 0.0
    | r  < 1 = 0.7 / fromRational r
    | r  > 1 = negate ((fromRational r + 1.0) ^^ 2) / 16.0

-- Weighting of attacking types. Use this to specify what you're
-- defending from.
offensiveTypeRank :: Type -> Float
offensiveTypeRank Normal   = 40.0
offensiveTypeRank Fighting = 30.0
offensiveTypeRank Flying   = 80.0
offensiveTypeRank Poison   = 0.0
offensiveTypeRank Ground   = 20.0
offensiveTypeRank Rock     = 0.0
offensiveTypeRank Bug      = 10.0
offensiveTypeRank Ghost    = 0.0
offensiveTypeRank Steel    = 0.0
offensiveTypeRank Fire     = 40.0
offensiveTypeRank Water    = 0.0
offensiveTypeRank Grass    = 0.0
offensiveTypeRank Electric = 0.0
offensiveTypeRank Psychic  = 0.0
offensiveTypeRank Ice      = 0.0
offensiveTypeRank Dragon   = 0.0
offensiveTypeRank Dark     = 0.0
offensiveTypeRank Fairy    = 0.0

typeEff :: Type -> Type -> Rational
typeEff Normal   Rock     = 1 % 2 
typeEff Normal   Steel    = 1 % 2 
typeEff Normal   Ghost    = 0
typeEff Fighting Normal   = 2
typeEff Fighting Rock     = 2
typeEff Fighting Steel    = 2
typeEff Fighting Ice      = 2
typeEff Fighting Dark     = 2
typeEff Fighting Flying   = 1 % 2 
typeEff Fighting Poison   = 1 % 2 
typeEff Fighting Bug      = 1 % 2 
typeEff Fighting Psychic  = 1 % 2 
typeEff Fighting Fairy    = 1 % 2 
typeEff Fighting Ghost    = 0
typeEff Flying   Fighting = 2
typeEff Flying   Bug      = 2
typeEff Flying   Grass    = 2
typeEff Flying   Rock     = 1 % 2 
typeEff Flying   Steel    = 1 % 2 
typeEff Flying   Electric = 1 % 2 
typeEff Poison   Grass    = 2
typeEff Poison   Fairy    = 2
typeEff Poison   Poison   = 1 % 2
typeEff Poison   Ground   = 1 % 2
typeEff Poison   Rock     = 1 % 2
typeEff Poison   Ghost    = 1 % 2
typeEff Poison   Steel    = 0
typeEff Ground   Poison   = 2
typeEff Ground   Rock     = 2
typeEff Ground   Steel    = 2
typeEff Ground   Fire     = 2
typeEff Ground   Electric = 2
typeEff Ground   Bug      = 1 % 2
typeEff Ground   Grass    = 1 % 2
typeEff Ground   Flying   = 0
typeEff Rock     Flying   = 2
typeEff Rock     Bug      = 2
typeEff Rock     Fire     = 2
typeEff Rock     Ice      = 2
typeEff Rock     Fighting = 1 % 2
typeEff Rock     Ground   = 1 % 2
typeEff Rock     Steel    = 1 % 2
typeEff Bug      Grass    = 2
typeEff Bug      Psychic  = 2
typeEff Bug      Dark     = 2
typeEff Bug      Fighting = 1 % 2
typeEff Bug      Flying   = 1 % 2
typeEff Bug      Poison   = 1 % 2
typeEff Bug      Ghost    = 1 % 2
typeEff Bug      Steel    = 1 % 2
typeEff Bug      Fire     = 1 % 2
typeEff Bug      Fairy    = 1 % 2
typeEff Ghost    Ghost    = 2
typeEff Ghost    Psychic  = 2
typeEff Ghost    Dark     = 1 % 2 
typeEff Ghost    Normal   = 0
typeEff Steel    Rock     = 2
typeEff Steel    Ice      = 2
typeEff Steel    Fairy    = 2
typeEff Steel    Steel    = 1 % 2
typeEff Steel    Fire     = 1 % 2
typeEff Steel    Water    = 1 % 2
typeEff Steel    Electric = 1 % 2
typeEff Fire     Bug      = 2
typeEff Fire     Steel    = 2
typeEff Fire     Grass    = 2
typeEff Fire     Ice      = 2
typeEff Fire     Rock     = 1 % 2
typeEff Fire     Fire     = 1 % 2
typeEff Fire     Water    = 1 % 2
typeEff Fire     Dragon   = 1 % 2
typeEff Water    Ground   = 2
typeEff Water    Rock     = 2
typeEff Water    Fire     = 2
typeEff Water    Water    = 1 % 2
typeEff Water    Grass    = 1 % 2
typeEff Water    Dragon   = 1 % 2
typeEff Grass    Ground   = 2
typeEff Grass    Rock     = 2
typeEff Grass    Water    = 2
typeEff Grass    Flying   = 1 % 2
typeEff Grass    Poison   = 1 % 2
typeEff Grass    Bug      = 1 % 2
typeEff Grass    Steel    = 1 % 2
typeEff Grass    Fire     = 1 % 2
typeEff Grass    Grass    = 1 % 2
typeEff Grass    Dragon   = 1 % 2
typeEff Electric Flying   = 2
typeEff Electric Water    = 2
typeEff Electric Grass    = 1 % 2
typeEff Electric Electric = 1 % 2
typeEff Electric Dragon   = 1 % 2
typeEff Electric Ground   = 0
typeEff Psychic  Fighting = 2
typeEff Psychic  Poison   = 2
typeEff Psychic  Steel    = 1 % 2
typeEff Psychic  Psychic  = 1 % 2
typeEff Psychic  Dark     = 0
typeEff Ice      Flying   = 2
typeEff Ice      Ground   = 2
typeEff Ice      Grass    = 2
typeEff Ice      Dragon   = 2
typeEff Ice      Steel    = 1 % 2
typeEff Ice      Fire     = 1 % 2
typeEff Ice      Water    = 1 % 2
typeEff Ice      Ice      = 1 % 2
typeEff Dragon   Dragon   = 2
typeEff Dragon   Steel    = 1 % 2
typeEff Dragon   Fairy    = 0
typeEff Dark     Ghost    = 2
typeEff Dark     Psychic  = 2
typeEff Dark     Fighting = 1 % 2
typeEff Dark     Dark     = 1 % 2
typeEff Dark     Fairy    = 1 % 2
typeEff Fairy    Fighting = 2
typeEff Fairy    Dragon   = 2
typeEff Fairy    Dark     = 2
typeEff Fairy    Poison   = 1 % 2
typeEff Fairy    Steel    = 1 % 2
typeEff Fairy    Fire     = 1 % 2
typeEff _        _        = 1


