{-# LANGUAGE FlexibleContexts    #-}
{-# LANGUAGE FlexibleInstances   #-}
{-# LANGUAGE InstanceSigs        #-}
{-# LANGUAGE ScopedTypeVariables #-}

module HaskellWorks.Data.BalancedParens.Broadword.Word8
  ( findCloseFar
  ) where

import Data.Int
import Data.Word
import HaskellWorks.Data.Bits.BitWise
import HaskellWorks.Data.Bits.Broadword.Word8

muk1 :: Word8
muk1 = 0x33
{-# INLINE muk1 #-}

muk2 :: Word8
muk2 = 0x0f
{-# INLINE muk2 #-}

findCloseFar :: Word8 -> Word8 -> Word8
findCloseFar p w =
  let x     = w .>. fromIntegral p                                                        in
  let wsz   = 8 :: Int8                                                                   in
  let k1    = 1                                                                           in
  let k2    = 2                                                                           in
  let k3    = 3                                                                           in
  let mask3 = (1 .<. (1 .<. k3)) - 1                                                      in
  let mask2 = (1 .<. (1 .<. k2)) - 1                                                      in
  let mask1 = (1 .<. (1 .<. k1)) - 1                                                      in
  let t64k1 = 1 .<. k1 :: Word64                                                          in
  let t64k2 = 1 .<. k2 :: Word64                                                          in
  let t8k1  = 1 .<. k1 :: Word8                                                           in
  let t8k2  = 1 .<. k2 :: Word8                                                           in
  let t8k3  = 1 .<. k3 :: Word8                                                           in

  let b0    =      x .&. 0x55                                                             in
  let b1    =    ( x .&. 0xaa) .>. 1                                                      in
  let ll    =   (b0  .^. b1  ) .&. b1                                                     in
  let ok1   = ( (b0  .&. b1  )           .<. 1) .|. ll                                    in
  let ck1   = (((b0  .|. b1  ) .^. 0x55) .<. 1) .|. ll                                    in

  let eok1 =   ok1 .&.  muk1                                                              in
  let eck1 =  (ck1 .&. (muk1 .<. t64k1)) .>. t64k1                                        in
  let ok2L =  (ok1 .&. (muk1 .<. t64k1)) .>. t64k1                                        in
  let ok2R = kBitDiffPos 4 eok1 eck1                                                      in
  let ok2  = ok2L + ok2R                                                                  in
  let ck2  =  (ck1 .&.  muk1) + kBitDiffPos 4 eck1 eok1                                   in

  let eok2 =   ok2 .&.  muk2                                                              in
  let eck2 =  (ck2 .&. (muk2 .<. t64k2)) .>. t64k2                                        in
  let ok3L =  (ok2 .&. (muk2 .<. t64k2)) .>. t64k2                                        in
  let ok3R = kBitDiffPos 8 eok2 eck2                                                      in
  let ok3  = ok3L + ok3R                                                                  in
  let ck3  =  (ck2 .&.  muk2) + kBitDiffPos 8 eck2 eok2                                   in

  let pak3  = 0                                                                           in
  let sak3  = 0                                                                           in

  let fk3   = (ck3 .>. fromIntegral sak3) .&. mask3                                       in
  let bk3   = ((pak3 - fk3) .>. fromIntegral (wsz - 1)) - 1                               in
  let mk3   = bk3 .&. mask3                                                               in
  let pbk3  = pak3 - ((ck3 .>. fromIntegral sak3) .&. mk3)                                in
  let pck3  = pbk3 + ((ok3 .>. fromIntegral sak3) .&. mk3)                                in
  let sbk3  = sak3 + (t8k3 .&. bk3)                                                       in

  let pak2  = pck3                                                                        in
  let sak2  = sbk3                                                                        in

  let ek2   = 0xaa .&. comp (0xff .>. fromIntegral sak2)                                  in
  let fk2   = ((ck2 .>. fromIntegral sak2) .|. ek2) .&. mask2                             in
  let bk2   = ((pak2 - fk2) .>. fromIntegral (wsz - 1)) - 1                               in
  let mk2   = bk2 .&. mask2                                                               in
  let pbk2  = pak2 - (((ck2 .>. fromIntegral sak2) .|. ek2) .&. mk2)                      in
  let pck2  = pbk2 + ( (ok2 .>. fromIntegral sak2)          .&. mk2)                      in
  let sbk2  = sak2 + (t8k2 .&. bk2)                                                       in

  let pak1  = pck2                                                                        in
  let sak1  = sbk2                                                                        in

  let ek1   = 0xaa .&. comp (0xff .>. fromIntegral sak1)                                  in
  let fk1   = ((ck1 .>. fromIntegral sak1) .|. ek1) .&. mask1                             in
  let bk1   = ((pak1 - fk1) .>. fromIntegral (wsz - 1)) - 1                               in
  let mk1   = bk1  .&. mask1                                                              in
  let pbk1  = pak1 - (((ck1 .>. fromIntegral sak1) .|. ek1) .&. mk1)                      in
  let pck1  = pbk1 + ( (ok1 .>. fromIntegral sak1)          .&. mk1)                      in
  let sbk1  = sak1 + (t8k1 .&. bk1)                                                       in

  let rrr   = sbk1 + pck1 + (((x .>. fromIntegral sbk1) .&. ((pck1 .<. 1) .|. 1)) .<. 1)  in

  rrr + p
{-# INLINE findCloseFar #-}