Dordle strategy: shared guesses, worked examples

Dordle is not Wordle with a second board bolted on. Every guess is scored twice, and both boards spend the same seven-guess allowance. The useful question is not “which word is best?” but “which guess buys information on both boards?”

The examples below are demonstrations using fixed words from this edition’s 2,489-answer list. Their tile patterns were computed with the same scorer the game uses, but they are not a record of a played daily puzzle. Today’s daily words are not used. The daily sequence is independent of the original Dordle.

1. The shared budget, in exact numbers

Normal mode gives two boards and seven guesses. The two targets are distinct, so one submitted word can equal at most one target: a single guess can solve at most one board. With both boards unsolved, at least two of the remaining guesses are needed just to solve them. Every other guess is a probe—unless it happens to solve a board while also scoring the other one.

Once one board is solved, the same arithmetic applies to the other board. If you solved board one on guess four, three guesses remain for one board: two of them are spare. If you reach guess five with both boards unsolved, both remaining guesses must solve a board—there is no room for a pure probe.

A guess that solves board one is not wasted for board two: it is still scored on the unsolved board. The “spare” count only tracks guesses that solve neither board.

2. Case: one guess, two different clue sets

Two fixed demonstration targets: CRANE on board one and MOIST on board two. The opening guess is SLATE.

Read the two cells separately. Against CRANE, SLATE says: A is present but not in position 3; E is correct in position 5; S, L and T are absent. Against MOIST, the same guess says: S and T are present but misplaced; L, A and E are absent. One word has produced two different letter sets.

The tempting next guess is a word built only for CRANE. But board two still has three unidentified letters, so STORM tests S, T, O, R and M—letters that matter on both boards—instead of repeating the known E. On CRANE it finds only R; on MOIST it finds S, T, O and M. That is the useful pattern: use the second guess to classify letters the first guess did not settle for the board you are not ready to solve.

After those two guesses, the two boards are not equally open. Matching both feedback rows against the 2,489-word answer list leaves 13 candidates for CRANE’s pattern and only 2 for MOIST’s: MOIST and MOTHS. Guessing MOIST therefore has a one-in-two chance on board two and also scores board one; it solves board two on guess three. CRANE solves board one on guess four. Three guesses remain unused. This is a demonstration, not a claim that SLATE or STORM is an optimal opening; a different target pair changes which letters are worth testing.

3. Case: two guesses left, two boards unsolved

At this point there are zero spare probes. Do not spend a guess on a word that cannot solve either board. A pure probe can separate candidates, but it leaves both boards unsolved with one guess remaining; the arithmetic cannot recover.

Consider a constructed position: board one is down to a single answer, while board two has two candidates, STONE and STORE. You have two guesses. Play board one’s answer first, then one board-two candidate. If you instead probe board two with STERN:

STERN separates the two candidates: the fourth and fifth tiles differ. But it solves neither, so board one remains unsolved and only one guess is left. The probe is only affordable when you have a spare guess. With zero spare, guarantee the certain board and use the last guess on the more likely candidate for the other.

If both boards have one certain answer, order does not affect the number of solves: play either. If one is certain and the other has two candidates, play the certain one first.

4. Repeated letters: count copies, not letters

The scorer assigns greens first, then yellows from the answer’s remaining copies. Two source-checked demonstrations show why a gray copy is not the same as “the letter is absent.”

Against APPLE, PAPER has two P’s: the first P is yellow and the second is green. The answer also has two P’s, so a third P in a later guess would be gray even though P is present. Against EERIE, GEESE has three E’s, and the answer’s three E’s are consumed as green, yellow, green: the first and last E are correct, and the middle E belongs elsewhere. The guess’s G and S are gray.

Practical rule: before deciding that a repeated letter is impossible, count how many copies you have already matched. A gray copy only says that this copy had no unmatched answer copy left.

5. Where Dordle sits

Each edition has its own answer list and daily sequence, so the same date does not mean the same words.

Source and verification note

The demonstrations and candidate counts were checked on 29 October 2026 with this edition’s own letter-feedback scoring, its 2,489-word answer list and its 14,855-word accepted-guess list. The examples are demonstrations, not records of a real player’s game, and no claim is made that they are optimal play.

Mode rules · Tile feedback · Play today’s Dordle · Practice