feat(offline): port DAWG cursor + move generator to TS (parity-pinned)
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First engine-first step of PWA offline mode (Phase A): the client-side move
generator — the "robot brain" a local vs_ai game will run on-device — with no
runtime wiring yet (Phase B).

- dawg.ts: add the step-by-step cursor (root/final/next/arcs), a faithful port
  of dafsa traverse.go over the reader's existing bitstream.
- generate.ts: the Appel-Jacobson generator (leftPart/extendRight + cross-sets +
  counts-rack + board transpose + moveKey ranking), reusing the cursor and
  validate.ts evaluate/connected. A cross-set LetterSet is a Uint8Array, so the
  33-letter Russian alphabet (index 32) is exact under JS bit ops.
- validate.ts: export connected for the generator's connectivity filter.
- backend/cmd/movegen: dev tool building small sample dictionaries and emitting
  golden move-generation fixtures from the real Go solver (EN + RU).
- tests: dawg.cursor.test.ts (enumeration bijection vs indexOf) and
  generate.parity.test.ts (7/7 vs the Go solver: empty board, mid-game, blank,
  single-word rule, Russian index-32 cross-set). The committed EN sample also
  unblocks the existing skipped dawg.parity.test.ts once wired with DICT_* in CI.

Pure additive library code; no runtime behavior change.
This commit is contained in:
Ilia Denisov
2026-07-06 01:35:11 +02:00
parent 3a85f64726
commit c334a9d7b7
12 changed files with 12195 additions and 2 deletions
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import { describe, it, expect } from 'vitest';
import { readFileSync } from 'node:fs';
import { Dawg } from './dawg';
// The step-by-step DAWG cursor (root/final/next/arcs) is the primitive the move
// generator walks. These fast unit tests pin it against a small committed sample
// dictionary (backend/cmd/movegen); the full parity vs the Go solver lands with
// the generator's conformance fixtures.
const bytes = new Uint8Array(readFileSync(new URL('./testdata/sample_en.dawg', import.meta.url)));
const fixture = JSON.parse(
readFileSync(new URL('./testdata/sample_en.words.json', import.meta.url), 'utf8'),
) as { numAdded: number; words: string[]; indexes: number[][] };
const key = (w: number[]): string => w.join(',');
// enumerateWords walks the whole automaton depth-first, collecting the index path
// at every accepting node — i.e. every stored word.
function enumerateWords(d: Dawg): number[][] {
const out: number[][] = [];
const path: number[] = [];
const visit = (node: number): void => {
d.arcs(node, (label, dest, final) => {
path.push(label);
if (final) out.push(path.slice());
visit(dest);
path.pop();
return true;
});
};
if (d.final(d.root())) out.push([]);
visit(d.root());
return out;
}
describe('dawg cursor', () => {
it('parses the sample fixture', () => {
const d = new Dawg(bytes);
expect(d.numAdded).toBe(fixture.numAdded);
});
it('root is not an accepting state (the sample has no empty word)', () => {
const d = new Dawg(bytes);
expect(d.final(d.root())).toBe(false);
});
it('enumerates exactly the stored words', () => {
const d = new Dawg(bytes);
const got = enumerateWords(d).map(key).sort();
const want = fixture.indexes.map(key).sort();
expect(got).toEqual(want);
});
it('next walks a stored word to an accepting node and rejects a non-edge', () => {
const d = new Dawg(bytes);
let node = d.root();
for (const ch of [2, 0, 17, 4, 3]) {
// "cared"
node = d.next(node, ch);
expect(node).toBeGreaterThanOrEqual(0);
}
expect(d.final(node)).toBe(true);
// "care" (index [2,0,17,4]) is an internal accepting node on the way to "cared".
const care = [2, 0, 17, 4].reduce((n, ch) => d.next(n, ch), d.root());
expect(d.final(care)).toBe(true);
// No stored word starts with 'z' (index 25).
expect(d.next(d.root(), 25)).toBe(-1);
});
});
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@@ -95,6 +95,85 @@ export class Dawg {
return this.indexOf(word) >= 0;
}
// --- Step-by-step traversal (the move generator's primitive) ---------------
//
// A `Node` is a bit offset into the graph; 0 denotes the root (which resolves
// to firstNodeOffset). These mirror dafsa's traverse.go Cursor (Root/Final/
// Next/Arcs) over the same bitstream this reader already decodes, so the ported
// generator can drive the automaton one transition at a time. Single-threaded
// JS shares this reader's position across calls; every method re-seeks to its
// node on entry, and arcs brackets the callback with a save/restore, so nested
// use during a walk is safe. Mirrors dafsa (*Cursor).
/** root returns the start state of the automaton. */
root(): number {
return 0;
}
/** final reports whether node is an accepting state (a stored word ends there). */
final(node: number): boolean {
if (this.numEdges <= 0) {
return this.hasEmptyWord && node === 0;
}
this.p = node === 0 ? this.firstNodeOffset : node;
return this.readBits(1) === 1;
}
/**
* next follows the edge labelled ch (an alphabet index) from node, returning the
* destination node, or -1 when no such edge exists.
*/
next(node: number, ch: number): number {
return this.getEdge(node, ch) ? this.eNode : -1;
}
/**
* arcs calls fn for each out-edge of node in ascending label order, passing the
* edge's label, its destination node and whether that destination is accepting.
* It stops early if fn returns false. Mirrors dafsa (*Cursor).Arcs.
*/
arcs(node: number, fn: (label: number, dest: number, final: boolean) => boolean): void {
if (this.numEdges <= 0) {
return;
}
this.p = node === 0 ? this.firstNodeOffset : node;
this.readBits(1); // node final flag — not needed here
const fallthrough = this.readBits(1);
if (fallthrough === 1) {
const label = this.readBits(this.cbits);
// The reader now sits at the destination node, whose first bit is its final flag.
const dest = this.p;
const final = this.readBits(1) === 1;
fn(label, dest, final);
return;
}
const nskiplen = bitsLen(this.wbits);
let nskip = 0;
let numEdges = 1;
if (this.readBits(1) !== 1) {
// not a single edge
numEdges = this.readUnsigned();
nskip = this.readBits(nskiplen);
}
for (let i = 0; i < numEdges; i++) {
const label = this.readBits(this.cbits);
if (i > 0) {
this.readBits(nskip); // per-edge skip count, unused for traversal
}
const dest = this.readBits(this.abits);
const resume = this.p;
this.p = dest;
const final = this.readBits(1) === 1;
if (!fn(label, dest, final)) {
return;
}
this.p = resume;
}
}
// getEdge resolves the outgoing edge for ch from the node at the given bit
// offset. On success it fills eNode/eCount/eFinal and returns true. Mirrors
// dafsa (*dawg).getEdge.
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import { describe, it, expect } from 'vitest';
import { readFileSync } from 'node:fs';
import { Dawg } from './dawg';
import { generateMoves, GenRack, type GenBoard, type Mode } from './generate';
import type { Ruleset } from './validate';
// Conformance gate for the ported move generator: for each committed position it must
// return exactly the ranked play list the real Go solver returns (backend/cmd/movegen).
// The Russian sample reaches alphabet index 32, exercising the 33-letter cross-set.
interface Tile {
row: number;
col: number;
letter: number;
blank: boolean;
}
interface GenMove {
dir: number;
tiles: Tile[];
score: number;
}
interface Fixture {
ruleset: {
size: number;
cols: number;
center: number;
rackSize: number;
bingo: number;
values: number[];
letterMult: number[][];
wordMult: number[][];
};
cases: {
name: string;
placed: Tile[] | null;
rack: { letters: number[]; blanks: number };
mode: number;
ignoreCrossWords: boolean;
moves: GenMove[];
}[];
}
function load(tag: string): { dawg: Dawg; fx: Fixture } {
const bytes = new Uint8Array(readFileSync(new URL(`./testdata/sample_${tag}.dawg`, import.meta.url)));
const fx = JSON.parse(
readFileSync(new URL(`./testdata/sample_${tag}.gen.json`, import.meta.url), 'utf8'),
) as Fixture;
return { dawg: new Dawg(bytes), fx };
}
function buildBoard(placed: Tile[], cols: number): GenBoard {
const grid: ({ letter: number; blank: boolean } | null)[] = new Array(cols * cols).fill(null);
for (const t of placed) grid[t.row * cols + t.col] = { letter: t.letter, blank: t.blank };
const inBounds = (r: number, c: number): boolean => r >= 0 && r < cols && c >= 0 && c < cols;
return {
rows: cols,
cols,
inBounds,
filled: (r, c) => inBounds(r, c) && grid[r * cols + c] !== null,
cellAt: (r, c) => grid[r * cols + c]!,
isEmpty: () => placed.length === 0,
};
}
function rulesetFor(fx: Fixture, ignoreCrossWords: boolean): Ruleset {
const r = fx.ruleset;
return {
cols: r.cols,
center: r.center,
rackSize: r.rackSize,
bingo: r.bingo,
values: r.values,
letterMult: (row, col) => r.letterMult[row][col],
wordMult: (row, col) => r.wordMult[row][col],
ignoreCrossWords,
};
}
// sig is an order-stable signature of a move: orientation, score and its placed tiles
// sorted by square — so two lists compare equal iff they rank the same plays the same way.
function sig(m: GenMove): string {
const ts = m.tiles.slice().sort((a, b) => (a.row !== b.row ? a.row - b.row : a.col - b.col));
return `${m.dir}#${m.score}#` + ts.map((t) => `${t.row},${t.col},${t.letter}${t.blank ? '*' : ''}`).join(';');
}
for (const tag of ['en', 'ru']) {
describe(`move generator parity vs Go solver (${tag})`, () => {
const { dawg, fx } = load(tag);
for (const c of fx.cases) {
it(c.name, () => {
const board = buildBoard(c.placed ?? [], fx.ruleset.cols);
const rack = GenRack.from(fx.ruleset.size, c.rack.letters, c.rack.blanks);
const rs = rulesetFor(fx, c.ignoreCrossWords);
const got = generateMoves(dawg, board, rack, rs, c.mode as Mode);
expect(got.map(sig)).toEqual(c.moves.map(sig));
});
}
});
}
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// Local move generator: every legal play for a rack on a board, ranked by
// descending score. Ported from the scrabble-solver engine — the Appel-Jacobson
// two-phase algorithm (LeftPart then ExtendRight) over a plain left-to-right DAWG
// (scrabble/gen_dawg.go, gen.go, crossset.go, solver.go, key.go). It walks the DAWG
// with the cursor from dawg.ts and scores each play with evaluate() from validate.ts,
// so the whole robot brain runs on-device. Faithfulness to the Go solver is pinned by
// generate.parity.test.ts against golden fixtures (backend/cmd/movegen).
//
// Everything works in alphabet-index space, mirroring the Go engine. A letterSet is
// a per-square cross-set (the letters that form a legal perpendicular word there);
// it is a boolean membership array rather than a uint64, so alphabet indexes past
// JS's 31-bit shift boundary (Russian has 33 letters) are handled exactly.
import { Dawg } from './dawg';
import {
evaluate,
connected,
Horizontal,
Vertical,
type Board,
type Ruleset,
type Move,
type Placement,
type Direction,
} from './validate';
/** Both generates across plays (on the board) and down plays (on its transpose). */
export const Both = 0;
/** OnlyHorizontal generates across plays only. */
export const OnlyHorizontal = 1;
/** OnlyVertical generates down plays only (Эрудит plays a single orientation per turn). */
export const OnlyVertical = 2;
export type Mode = typeof Both | typeof OnlyHorizontal | typeof OnlyVertical;
function modeIncludes(mode: Mode, dir: Direction): boolean {
if (mode === Both) return true;
if (mode === OnlyHorizontal) return dir === Horizontal;
return dir === Vertical;
}
/**
* GenBoard is the board view the generator needs: the validator's read view plus the
* dimensions it iterates over. The whole board is square, so a transposed view (below)
* satisfies the same shape.
*/
export interface GenBoard extends Board {
rows: number;
cols: number;
}
/**
* GenRack is a rack as per-letter tile counts plus a blank slot, mirroring
* scrabble-solver/rack. The generator mutates a single rack in place — removing a
* tile, recursing, putting it back — so the operations are O(1) and allocation-free.
*/
export class GenRack {
private readonly counts: Int32Array;
/** Construct an empty rack for an alphabet of the given size (a trailing blank slot). */
constructor(size: number) {
this.counts = new Int32Array(size + 1);
}
/** from builds a rack from a multiset of letter indexes plus a blank count. */
static from(size: number, letters: readonly number[], blanks: number): GenRack {
const r = new GenRack(size);
for (const l of letters) r.counts[l]++;
r.counts[size] += blanks;
return r;
}
/** has reports whether at least one tile of the letter index is on the rack. */
has(letter: number): boolean {
return this.counts[letter] > 0;
}
/** blanks returns how many blank tiles are on the rack. */
blanks(): number {
return this.counts[this.counts.length - 1];
}
remove(letter: number): void {
this.counts[letter]--;
}
add(letter: number): void {
this.counts[letter]++;
}
removeBlank(): void {
this.counts[this.counts.length - 1]--;
}
addBlank(): void {
this.counts[this.counts.length - 1]++;
}
/** clone returns an independent copy. */
clone(): GenRack {
const c = new GenRack(this.counts.length - 1);
c.counts.set(this.counts);
return c;
}
}
// --- cross-sets ------------------------------------------------------------------
//
// A LetterSet is membership over alphabet letter indexes. Mirrors scrabble.letterSet
// (a uint64) but as a Uint8Array so index 32 (Russian) is exact under JS bit ops.
type LetterSet = Uint8Array;
function fullSet(size: number): LetterSet {
return new Uint8Array(size).fill(1);
}
// walk follows word (alphabet indexes) left to right from the root; -1 if it derails.
function walk(dawg: Dawg, word: readonly number[]): number {
let n = dawg.root();
for (const l of word) {
n = dawg.next(n, l);
if (n < 0) return -1;
}
return n;
}
// completers returns the letters X (< size) whose arc from state leads directly to an
// accepting node — the deterministic cross-set primitive. Mirrors scrabble.completers.
function completers(dawg: Dawg, state: number, size: number): LetterSet {
const set = new Uint8Array(size);
dawg.arcs(state, (label, _dest, final) => {
if (final && label < size) set[label] = 1;
return true;
});
return set;
}
// dawgCrossSet returns the letters X for which above·X·below is a stored word. Mirrors
// scrabble.dawgCrossSet: a right extension (no tiles below) just completes the prefix
// above; a left extension (tiles below) probes each X. above/below are letter indexes.
function dawgCrossSet(dawg: Dawg, above: number[], below: number[], size: number): LetterSet {
if (above.length === 0 && below.length === 0) return fullSet(size);
if (below.length === 0) {
const node = walk(dawg, above);
if (node < 0) return new Uint8Array(size);
return completers(dawg, node, size);
}
let node = dawg.root();
if (above.length > 0) {
node = walk(dawg, above);
if (node < 0) return new Uint8Array(size);
}
const set = new Uint8Array(size);
for (let x = 0; x < size; x++) {
let m = dawg.next(node, x);
if (m < 0) continue;
let ok = true;
for (const l of below) {
m = dawg.next(m, l);
if (m < 0) {
ok = false;
break;
}
}
if (ok && dawg.final(m)) set[x] = 1;
}
return set;
}
// columnContext returns the contiguous run of filled cells immediately above and below
// the empty square (r, c), each top to bottom, as letter indexes — the tiles a
// perpendicular word through (r, c) would include. Mirrors scrabble.columnContext.
function columnContext(b: GenBoard, r: number, c: number): { above: number[]; below: number[] } {
const above: number[] = [];
let start = r;
while (start - 1 >= 0 && b.filled(start - 1, c)) start--;
for (let rr = start; rr < r; rr++) above.push(b.cellAt(rr, c).letter);
const below: number[] = [];
let end = r;
while (end + 1 < b.rows && b.filled(end + 1, c)) end++;
for (let rr = r + 1; rr <= end; rr++) below.push(b.cellAt(rr, c).letter);
return { above, below };
}
// transpose returns a view of b with rows and columns swapped, so down-play generation
// runs as across generation. Mirrors board.Transpose (as a lazy view).
function transpose(b: GenBoard): GenBoard {
return {
rows: b.cols,
cols: b.rows,
inBounds: (r, c) => b.inBounds(c, r),
filled: (r, c) => b.filled(c, r),
cellAt: (r, c) => b.cellAt(c, r),
isEmpty: () => b.isEmpty(),
};
}
// A tentatively placed left-part tile; its column is fixed only at record time.
interface TileInfo {
letter: number;
blank: boolean;
}
// AcrossGen carries one across-generation pass over a board. Mirrors scrabble.acrossGen.
class AcrossGen {
private row = 0;
private readonly left: TileInfo[] = [];
private readonly right: Placement[] = [];
constructor(
private readonly dawg: Dawg,
private readonly bd: GenBoard,
private readonly rk: GenRack,
private readonly cross: (r: number, c: number) => LetterSet,
private readonly emit: (placements: Placement[]) => void,
) {}
generateRow(row: number, firstMove: boolean, centerRow: number, centerCol: number): void {
this.row = row;
let limit = 0;
for (let col = 0; col < this.bd.cols; col++) {
if (this.bd.filled(row, col)) {
limit = 0;
continue;
}
const anchor = firstMove ? row === centerRow && col === centerCol : this.hasFilledNeighbor(row, col);
if (!anchor) {
limit++;
continue;
}
this.left.length = 0;
this.right.length = 0;
if (col > 0 && this.bd.filled(row, col - 1)) {
const pre = this.walkPrefix(row, col);
if (pre.ok) this.extendRight(pre.node, col, col);
} else {
this.leftPart(this.dawg.root(), col, limit);
}
limit = 0;
}
}
private hasFilledNeighbor(r: number, c: number): boolean {
return this.bd.filled(r - 1, c) || this.bd.filled(r + 1, c) || this.bd.filled(r, c - 1) || this.bd.filled(r, c + 1);
}
// walkPrefix walks the DAWG through the filled run ending at col-1, returning the
// node reached and whether that prefix exists. Mirrors scrabble.acrossGen.walkPrefix.
private walkPrefix(row: number, col: number): { node: number; ok: boolean } {
let start = col - 1;
while (start - 1 >= 0 && this.bd.filled(row, start - 1)) start--;
let node = this.dawg.root();
for (let c = start; c < col; c++) {
node = this.dawg.next(node, this.bd.cellAt(row, c).letter);
if (node < 0) return { node, ok: false };
}
return { node, ok: true };
}
// leftPart places left-part tiles from the rack (up to limit), calling extendRight
// after each prefix. Mirrors scrabble.acrossGen.leftPart.
private leftPart(node: number, anchorCol: number, limit: number): void {
this.extendRight(node, anchorCol, anchorCol);
if (limit === 0) return;
this.dawg.arcs(node, (label, dest) => {
if (this.rk.has(label)) {
this.rk.remove(label);
this.left.push({ letter: label, blank: false });
this.leftPart(dest, anchorCol, limit - 1);
this.left.pop();
this.rk.add(label);
}
if (this.rk.blanks() > 0) {
this.rk.removeBlank();
this.left.push({ letter: label, blank: true });
this.leftPart(dest, anchorCol, limit - 1);
this.left.pop();
this.rk.addBlank();
}
return true;
});
}
// extendRight extends the word rightward from col, placing rack tiles on empty
// squares (constrained by cross-sets) and following board tiles. A word is recorded
// only past the anchor. Mirrors scrabble.acrossGen.extendRight.
private extendRight(node: number, col: number, anchorCol: number): void {
if (col >= this.bd.cols) {
if (col > anchorCol && this.dawg.final(node)) this.record(anchorCol);
return;
}
if (this.bd.filled(this.row, col)) {
const dest = this.dawg.next(node, this.bd.cellAt(this.row, col).letter);
if (dest >= 0) this.extendRight(dest, col + 1, anchorCol);
return;
}
if (col > anchorCol && this.dawg.final(node)) this.record(anchorCol);
const cross = this.cross(this.row, col);
this.dawg.arcs(node, (label, dest) => {
if (cross[label] !== 1) return true;
if (this.rk.has(label)) {
this.rk.remove(label);
this.right.push({ row: this.row, col, letter: label, blank: false });
this.extendRight(dest, col + 1, anchorCol);
this.right.pop();
this.rk.add(label);
}
if (this.rk.blanks() > 0) {
this.rk.removeBlank();
this.right.push({ row: this.row, col, letter: label, blank: true });
this.extendRight(dest, col + 1, anchorCol);
this.right.pop();
this.rk.addBlank();
}
return true;
});
}
// record assembles the play (left part at fixed columns, then the right part) and
// reports it, skipping plays that lay no new tile. Mirrors scrabble.acrossGen.record.
private record(anchorCol: number): void {
if (this.left.length + this.right.length === 0) return;
const placements: Placement[] = [];
const leftStart = anchorCol - this.left.length;
for (let i = 0; i < this.left.length; i++) {
placements.push({ row: this.row, col: leftStart + i, letter: this.left[i].letter, blank: this.left[i].blank });
}
for (const p of this.right) placements.push(p);
this.emit(placements);
}
}
// runAcross generates all across plays on bd and reports each via emit in bd's
// coordinates. Cross-sets are computed lazily (vertical words on bd) and cached.
// Mirrors DAWGGenerator.runAcross.
function runAcross(
dawg: Dawg,
bd: GenBoard,
rk: GenRack,
size: number,
rs: Ruleset,
centerRow: number,
centerCol: number,
emit: (placements: Placement[]) => void,
): void {
let crossFn: (r: number, c: number) => LetterSet;
if (rs.ignoreCrossWords) {
const full = fullSet(size);
crossFn = () => full;
} else {
const cache = new Array<LetterSet | undefined>(bd.rows * bd.cols);
crossFn = (r, c) => {
const i = r * bd.cols + c;
let s = cache[i];
if (!s) {
const { above, below } = columnContext(bd, r, c);
s = dawgCrossSet(dawg, above, below, size);
cache[i] = s;
}
return s;
};
}
const ag = new AcrossGen(dawg, bd, rk, crossFn, emit);
const firstMove = bd.isEmpty();
for (let row = 0; row < bd.rows; row++) {
ag.generateRow(row, firstMove, centerRow, centerCol);
}
}
// moveKey is a canonical string identifying a play (direction plus its placed tiles),
// used to de-duplicate and rank generated moves. Mirrors scrabble.moveKey.
export function moveKey(dir: Direction, placements: readonly Placement[]): string {
const ps = placements.slice().sort((a, b) => (a.row !== b.row ? a.row - b.row : a.col - b.col));
let s = String(dir);
for (const p of ps) s += `;${p.row},${p.col},${p.letter}${p.blank ? '*' : ''}`;
return s;
}
/**
* generateMoves returns every legal play for rack on board in the mode's orientations,
* ranked by descending score (ties broken by the canonical move key). It walks the DAWG
* with the cursor and scores each play with evaluate(); the alphabet size is taken from
* the ruleset's value table. Mirrors (*Solver).GenerateMovesOpts (the ruleset carries
* ignoreCrossWords for the single-word rule).
*/
export function generateMoves(dawg: Dawg, board: GenBoard, rack: GenRack, rs: Ruleset, mode: Mode = Both): Move[] {
const size = rs.values.length;
const rk = rack.clone(); // generation mutates the rack in place and restores it
const centerRow = Math.floor(rs.center / rs.cols);
const centerCol = rs.center % rs.cols;
const moves: Move[] = [];
const seen = new Set<string>();
const emit = (dir: Direction, placements: Placement[]): void => {
const key = moveKey(dir, placements);
if (seen.has(key)) return;
const res = evaluate(board, rs, dir, placements);
if (res.err || !res.move) return;
seen.add(key);
moves.push(res.move);
};
if (modeIncludes(mode, Horizontal)) {
runAcross(dawg, board, rk, size, rs, centerRow, centerCol, (p) => emit(Horizontal, p));
}
if (modeIncludes(mode, Vertical)) {
const tb = transpose(board);
runAcross(dawg, tb, rk, size, rs, centerCol, centerRow, (p) => {
const rp = p.map((pl) => ({ row: pl.col, col: pl.row, letter: pl.letter, blank: pl.blank }));
emit(Vertical, rp);
});
}
const kept = moves.filter((m) => connected(board, rs, m));
kept.sort((a, b) => {
if (a.score !== b.score) return b.score - a.score;
const ka = moveKey(a.dir, a.tiles);
const kb = moveKey(b.dir, b.tiles);
return ka < kb ? -1 : ka > kb ? 1 : 0;
});
return kept;
}
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+122
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@@ -0,0 +1,122 @@
{
"alphabet": "en",
"numAdded": 18,
"words": [
"a",
"an",
"and",
"ant",
"car",
"care",
"cared",
"cares",
"cars",
"cat",
"cats",
"do",
"doe",
"does",
"dog",
"dogs",
"done",
"dot"
],
"indexes": [
[
0
],
[
0,
13
],
[
0,
13,
3
],
[
0,
13,
19
],
[
2,
0,
17
],
[
2,
0,
17,
4
],
[
2,
0,
17,
4,
3
],
[
2,
0,
17,
4,
18
],
[
2,
0,
17,
18
],
[
2,
0,
19
],
[
2,
0,
19,
18
],
[
3,
14
],
[
3,
14,
4
],
[
3,
14,
4,
18
],
[
3,
14,
6
],
[
3,
14,
6,
18
],
[
3,
14,
13,
4
],
[
3,
14,
19
]
]
}
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+38
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@@ -0,0 +1,38 @@
{
"alphabet": "ru",
"numAdded": 6,
"words": [
"ад",
"ар",
"оса",
"я",
"яд",
"яр"
],
"indexes": [
[
0,
4
],
[
0,
17
],
[
15,
18,
0
],
[
32
],
[
32,
4
],
[
32,
17
]
]
}
+3 -2
View File
@@ -297,8 +297,9 @@ export function validatePlay(
}
// connected reports whether the play connects to the position (or covers the
// centre on the first move). Mirrors (*Solver).connected.
function connected(b: Board, rs: Ruleset, m: Move): boolean {
// centre on the first move). Mirrors (*Solver).connected. Exported so the move
// generator can apply the same post-generation connectivity filter.
export function connected(b: Board, rs: Ruleset, m: Move): boolean {
if (b.isEmpty()) {
const cr = Math.floor(rs.center / rs.cols);
const cc = rs.center % rs.cols;