package scrabble

import (
	"errors"
	"fmt"
	"sort"

	dawg "github.com/iliadenisov/dafsa"

	"gitea.iliadenisov.ru/developer/scrabble-solver/board"
	"gitea.iliadenisov.ru/developer/scrabble-solver/rack"
	"gitea.iliadenisov.ru/developer/scrabble-solver/rules"
)

// Solver is the high-level entry point: it generates ranked plays and scores or
// validates arbitrary plays for a ruleset over a dictionary.
type Solver struct {
	rules  *rules.Ruleset
	finder dawg.Finder
	gen    *DAWGGenerator
}

// NewSolver returns a Solver for the ruleset over the dictionary finder.
func NewSolver(rs *rules.Ruleset, finder dawg.Finder) *Solver {
	return &Solver{rules: rs, finder: finder, gen: NewDAWGGenerator(rs, finder)}
}

// Rules returns the solver's ruleset.
func (s *Solver) Rules() *rules.Ruleset { return s.rules }

// GenerateMoves returns every legal play for rack r on board b in the requested
// orientations, ranked by descending score (ties broken deterministically by the move's
// canonical key). It generates under standard rules; use GenerateMovesOpts for rule
// variations.
func (s *Solver) GenerateMoves(b *board.Board, r rack.Rack, mode Mode) []Move {
	return s.GenerateMovesOpts(b, r, mode, PlayOptions{})
}

// GenerateMovesOpts is GenerateMoves with optional rule variations (PlayOptions). With
// opts.IgnoreCrossWords generation is not constrained by cross-words and each move is
// scored by its main word only, yielding the plays legal under the "single word per turn"
// rule.
func (s *Solver) GenerateMovesOpts(b *board.Board, r rack.Rack, mode Mode, opts PlayOptions) []Move {
	moves := s.gen.GenerateMovesOpts(b, r, mode, opts)
	// Keep only moves that connect under the active rule, so generation agrees with
	// ValidatePlayOpts. Standard generation already guarantees this (every play covers an
	// anchor and forms valid cross-words), so the filter only bites under the single-word
	// rule, where relaxed cross-sets let the generator lay an all-new word that merely abuts
	// the board perpendicular to its own line.
	kept := moves[:0]
	for _, m := range moves {
		if s.connected(b, m, opts) {
			kept = append(kept, m)
		}
	}
	moves = kept
	sort.Slice(moves, func(i, j int) bool {
		if moves[i].Score != moves[j].Score {
			return moves[i].Score > moves[j].Score
		}
		return moves[i].Key() < moves[j].Key()
	})
	return moves
}

// ScorePlay computes the words and score for placing tiles on b in direction dir. It
// checks geometry only (see Evaluate); use ValidatePlay to also check the dictionary and
// connectivity. It scores under standard rules; use ScorePlayOpts for rule variations.
func (s *Solver) ScorePlay(b *board.Board, dir Direction, tiles []Placement) (Move, error) {
	return s.ScorePlayOpts(b, dir, tiles, PlayOptions{})
}

// ScorePlayOpts is ScorePlay with optional rule variations (PlayOptions); see EvaluateOpts.
func (s *Solver) ScorePlayOpts(b *board.Board, dir Direction, tiles []Placement, opts PlayOptions) (Move, error) {
	return EvaluateOpts(b, s.rules, dir, tiles, opts)
}

// ValidatePlay scores a play and verifies that every word it forms is in the dictionary
// and that it connects to the board (or covers the centre on the first move). It returns
// the scored move; the error is nil exactly when the play is legal. It validates under
// standard rules; use ValidatePlayOpts for rule variations.
func (s *Solver) ValidatePlay(b *board.Board, dir Direction, tiles []Placement) (Move, error) {
	return s.ValidatePlayOpts(b, dir, tiles, PlayOptions{})
}

// ValidatePlayOpts is ValidatePlay with optional rule variations (PlayOptions). With
// opts.IgnoreCrossWords the play forms no cross-words, so only the main word is checked
// against the dictionary; it must still connect by running through an existing tile along
// the play direction (see connected), and the first-move centre rule still applies.
func (s *Solver) ValidatePlayOpts(b *board.Board, dir Direction, tiles []Placement, opts PlayOptions) (Move, error) {
	m, err := EvaluateOpts(b, s.rules, dir, tiles, opts)
	if err != nil {
		return Move{}, err
	}
	if len(m.Main.Letters) < 2 {
		return m, errors.New("scrabble: play forms no word of length 2 or more")
	}
	if s.finder.IndexOfB(m.Main.Letters) < 0 {
		return m, fmt.Errorf("scrabble: main word is not in the dictionary")
	}
	for _, cw := range m.Cross {
		if s.finder.IndexOfB(cw.Letters) < 0 {
			return m, fmt.Errorf("scrabble: a cross word is not in the dictionary")
		}
	}
	if !s.connected(b, m, opts) {
		return m, errors.New("scrabble: play does not connect to the board")
	}
	return m, nil
}

// connected reports whether the play connects to the existing position (or covers the
// centre on the first move).
func (s *Solver) connected(b *board.Board, m Move, opts PlayOptions) bool {
	if b.IsEmpty() {
		cr, cc := s.rules.Center/s.rules.Cols, s.rules.Center%s.rules.Cols
		return wordCovers(m.Main, cr, cc)
	}
	// The main word runs through an existing tile when it is longer than the tiles just
	// laid. Under the single-word rule (opts.IgnoreCrossWords) that is the only way to
	// connect: the play forms its one word along the play direction, so a tile that merely
	// abuts the board perpendicular to that line — forming a cross-word the rule does not
	// check — does not connect.
	if opts.IgnoreCrossWords {
		return len(m.Main.Letters) > len(m.Tiles)
	}
	// Standard rules also accept a new tile abutting an existing one perpendicular to the
	// main word: that contact forms a cross-word, which ValidatePlayOpts has already checked.
	return len(m.Main.Letters) > len(m.Tiles) || touchesPerpendicular(b, m)
}

// touchesPerpendicular reports whether any newly-placed tile sits immediately next to an
// existing tile along the perpendicular of the main word — the contact by which an all-new
// main word connects to the board. It mirrors crossWord's neighbour test without forming or
// scoring the cross-word.
func touchesPerpendicular(b *board.Board, m Move) bool {
	cdir := perpendicular(m.Dir)
	for _, t := range m.Tiles {
		fixed, axis := fixedAxis(cdir, t.Row, t.Col)
		if r, c := coord(cdir, fixed, axis-1); b.Filled(r, c) {
			return true
		}
		if r, c := coord(cdir, fixed, axis+1); b.Filled(r, c) {
			return true
		}
	}
	return false
}

func wordCovers(w Word, r, c int) bool {
	for i := range w.Letters {
		rr, cc := w.Row, w.Col
		if w.Dir == Horizontal {
			cc += i
		} else {
			rr += i
		}
		if rr == r && cc == c {
			return true
		}
	}
	return false
}