Letter Boxed solver & word finder

Enter the four sides of a Letter Boxed board to find legal words and two-word chains that cover all 12 letters.

Enter a Letter Boxed board

Put the three letters from each side into its own box. This solver uses Xfire's broad word list to surface valid board words and two-word chains that cover all 12 letters.

Recommended format: one side per box. The solver normalizes case and ignores spaces, but each side still needs exactly three letters.

Reset

Loaded sides from the stored Letter Boxed board for Dec 3, 2021. You can also open the matching hints page for that date.

Valid words found

1,048

Two-word chains

10

Longest candidate

JURISDICTIONS

S O U
RTD
J B I
CMN

Letter Boxed

12 letters

One board, four sides

Two-word chain ideas

These chains cover all 12 board letters and keep the required last-letter to first-letter handoff intact.

16 letters totalConnector N

JURISDICTION → NUMB

16 letters totalConnector S

UNJOINTS → SCOMBRID

17 letters totalConnector N

JURISDICTION → NUMBS

17 letters totalConnector S

UNJOINTS → SCOMBRIDS

17 letters totalConnector S

UNJOINTS → SCOMBROID

18 letters totalConnector S

UNJOINTS → SCOMBROIDS

21 letters totalConnector S

JURISDICTIONS → SCOMBRID

22 letters totalConnector S

JURISDICTIONS → SCOMBRIDS

22 letters totalConnector S

JURISDICTIONS → SCOMBROID

23 letters totalConnector S

JURISDICTIONS → SCOMBROIDS

Playable board words

These words obey the side-jump rule and use only the 12 letters on the board.

Showing the first 200 rows so pages stay fast and readable.

JURISDICTIONS1323510No
JURISDICTION1222510No
MICRODONTISMS132049No
MICRODONTISM121949No
MICTURITIONS121659No
MISCONDUCTS111839No
MICROBURSTS111739No
MISCONDUCT101739No
MICROBURST101639No
DORONICUMS101549No
INDUCTORS91239No
MICROCIRCUITS132158No
CONDOMINIUMS121958No
CONSTITUTORS121448No
CONDUCTIONS111648No
MICTURITION111558No
DIMINUTIONS111458No
DISCURSIONS111448No
CONSTITUTOR111348No
SCOMBROIDS101738No
CONDUCTORS101538No
DICROTISMS101538No
DISCURSION101348No
INDUCTIONS101348No
SCOMBRIDS91628No
SCOMBROID91638No
SCORBUTIC91538No
CORUNDUMS91438No
DICROTISM91438No
DORONICUM91448No
MICRODONT91438No
MICRODOTS91438No
BURSICONS91338No
INDICTORS91238No
SCOMBRID81528No
BURSICON81238No
CONDUITS81138No
INDUCTOR81138No
NOCTUIDS81138No
RUCTIONS81038No
CONSTITUTIONS131557No
INTUITIONISMS131567No
MICROCIRCUIT122057No
MICROTOMISTS121847No
CONSTITUTION121457No
INTUITIONISM121467No
CONDOMINIUM111857No
MICROTOMIST111747No
NICOTINISMS111547No
INSTITUTORS111147No
BROMINISMS101637No
MICROMINIS101647No
CONDUCTION101547No
NICOTINISM101447No
ROBOTICIST101447No
ROBOTISTIC101447No
CONDITIONS101347No
DIMINUTION101357No
INDICTIONS101347No
NONDOCTORS101337No
UNIONISTIC101257No
INSTITUTOR101047No
CONJURORS91837No
DISJOINTS91737No
BROMINISM91537No
CONDUCTOR91437No
DOMINIUMS91447No
INDICIUMS91447No
ROBOTISMS91337No
INDUCTION91247No
MONODISTS91237No
MUNITIONS91147No
JURISTIC81737No
DISJOINT81637No
JUDOISTS81637No
BROMIDIC81537No
MODICUMS81537No
UNJOINTS81537No
CONDUCTS81327No
CONIDIUM81347No
CORUNDUM81337No
DUBNIUMS81337No
MICRODOT81337No
MUCINOID81347No
BORNITIC81237No
BRUTISMS81227No
MONISTIC81237No
OMICRONS81237No
ROBOTICS81237No
ROBOTISM81237No
BUNDISTS81127No
CRINOIDS81137No
DICTIONS81137No
DISTURBS81127No
INDICTOR81137No
MIDIRONS81137No
MONODIST81137No
SCIUROID81147No
MONITORS81037No
NOCTURNS81027No
UNICORNS81037No
JUDOIST71537No
JUNIORS71437No
UMBONIC71337No
CUBOIDS71237No
MUCOIDS71237No
BRUTISM71127No
COBNUTS71127No
CONIUMS71137No
CRINUMS71127No
INTOMBS71127No
MICRONS71127No
SCROTUM71127No
BUNDIST71027No
CONDUIT71037No
DISTURB71027No
DORMINS71027No
INDUCTS71027No
NIMRODS71027No
NOCTUID71037No
OBTUNDS71027No
RUCTION7937No
DIURONS7837No
DURIONS7837No
TURIONS7737No
INTUITIONISTS131366No
NONUNIONISMS121456No
INSTITUTIONS121256No
INTUITIONIST121266No
NONUNIONISTS121256No
NONUNIONISM111356No
INSTITUTION111156No
NONUNIONIST111156No
MICROTOMIC101846No
CRITICISMS101636No
INTORSIONS101046No
INTUITIONS101056No
NONJURORS91636No
CRITICISM91536No
MICROMINI91546No
MINIDISCS91436No
MONOTONIC91346No
MORONISMS91336No
STOICISMS91336No
CONDITION91246No
CONODONTS91236No
DOMINIONS91246No
IDIOTISMS91246No
INDICTION91246No
NONDOCTOR91236No
MONITIONS91146No
MONOTINTS91136No
MOTORISTS91136No
SIMONISTS91136No
STICTIONS91136No
UNIONISMS91146No
INTORSION9946No
UNIONISTS9946No
CONJOINS81736No
CONJOINT81736No
CONJUNTO81736No
CONJUROR81736No
CRUMBUMS81626No
DISJOINS81636No
BROMISMS81426No
CRICOIDS81336No
DICROTIC81336No
DOMINIUM81346No
INDICIUM81346No
MINIDISC81336No
CIRCUITS81236No
COCONUTS81236No
CRIMINIS81236No
MONOCOTS81236No
MORONISM81236No
STOICISM81236No
BUNODONT81136No
DIORITIC81146No
IDIOTISM81146No
IRIDIUMS81146No
SCIURIDS81136No
BURSITIS81036No
COITIONS81046No
CONSISTS81026No
MONURONS81036No
MOTORIST81036No
MUNITION81046No
SIMONIST81036No
STICTION81036No
UNIONISM81046No
UNIRONIC81046No
IRONISTS8836No
NOTORNIS8836No
TORSIONS8836No
TUITIONS8846No
UNIONIST8846No
JURIDIC71736No
COJOINS71636No
DISJOIN71536No
JURISTS71426No

Word list size: 184,413 broad English words. Board contract: four sides, three letters each. NYT's accepted word list can differ slightly, so treat this as a brainstorming surface.

More Letter Boxed routes

Keep the rest of the family nearby while you solve from the board.