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 Apr 16, 2026. You can also open the matching hints page for that date.

Valid words found

524

Two-word chains

4

Longest candidate

SYMPHYSIAL

A M N
ILB
J S H
UYP

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.

15 letters totalConnector S

JASMINS → SUBPHYLA

15 letters totalConnector S

NINJAS → SUBPHYLUM

16 letters totalConnector S

JASMINS → SUBPHYLUM

17 letters totalConnector S

JALAPINS → SUBPHYLUM

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.

SYMPHYSIAL102328Yes
SUBPHYLUM92128Yes
SUBPHYLA81828Yes
BAUHINIAS91457No
ALPINISMS91337No
ALUMINUMS91347No
JALAPINS81737No
HAHNIUMS81637No
MISPLAYS81527Yes
PABULUMS81437No
ALPINISM81237No
PLASMINS81227No
JUMBALS71827No
NYMPHAL71717Yes
BUNYIPS71427Yes
MISPLAY71427Yes
PAYNIMS71427Yes
PLASMIN71127No
INHAULS71037No
SUBMINIMUM101846No
SYMPHYSIS92216Yes
NIMBYISMS91826Yes
LUMINISMS91336No
NIMBYISM81726Yes
PLUMBUMS81626No
BAUHINIA81356No
ALUMINUM81246No
LUMINISM81236No
JALAPIN71636No
JASMINS71626No
HAHNIUM71536No
PABULUM71336No
ASYLUMS71226Yes
MISLAYS71226Yes
PLAINLY71226Yes
IMPALAS71136No
INSULAS7736No
BHAJIS61826No
HIJABS61826No
JUMBAL61726No
NYMPHA61616Yes
PHYLUM61616Yes
JASMIN61526No
BUNYIP61326Yes
PAYNIM61326Yes
SIMPLY61316Yes
PLUMBS61216No
ASYLUM61126Yes
BUNYAS61126Yes
HAULMS61126No
MISLAY61126Yes
PHIALS61126No
NIMBUS61026No
INHAUL6936No
INLAYS6926Yes
UNLAYS6926Yes
LAPINS6826No
PLAINS6826No
INSULA6636No
UNUNUNIUMS101255No
JIPIJAPAS92745No
JUJUISMS82435No
MINIMUMS81435No
APHASIAS81345No
APLASIAS81045No
JUJUISM72335No
PLUMPLY71615Yes
PLUMBUM71525No
PAPISMS71325No
AHIMSAS71235No
APHASIA71245No
MYIASIS71235Yes
MIMULUS71135No
MINIMUS71135No
MINIUMS71135No
PAPAINS71135No
APLASIA7945No
SAIMINS7935No
LUNULAS7735No
UNUSUAL7745No
JALAPS61525No
PIMPLY61515Yes
SABJIS61525No
ABYSMS61315Yes
NINJAS61325No
PAPISM61225No
PLUMPS61215No
AHIMSA61135No
ALPHAS61125No
BUAYAS61135Yes
PHASIA61135No
PHASIS61125No
PLAYAS61125Yes
SPAHIS61125No
SPLAYS61115Yes
UNBUSY61125Yes
BABULS61025No
BUBALS61025No
IMPALA61035No
PIPALS61025No
PLASMS61015No
PSALMS61015No
SLUMPS61015No
LYSINS6915Yes
NYALAS6925Yes
UNSAYS6925Yes
BASINS6825No
LAPSUS6825No
PALAIS6835No
PLASIA6835No
SAIMIN6835No
SALMIS6825No
UNPINS6825No
BHAJI51725No
HIJAB51725No
JUMPS51615No
HAJIS51525No
LYMPH51505Yes
NYMPH51505Yes
BUMPH51415No
JUBAS51425No
SABJI51425No
HAPLY51315Yes
HIPLY51315Yes
PHYLA51315Yes
SYLPH51305Yes
ABYSM51215Yes
BALMY51215Yes
HUMPS51215No
IMPLY51215Yes
NIMBY51215Yes
PALMY51215Yes
PLUMY51215Yes
BUMPS51115No
HYLAS51115Yes
PLUMB51115No
APHIS51025No
BUHLS51015No
BUNYA51025Yes
HABUS51025No
HALMS51015No
HAULM51025No
PALSY51015Yes
PHIAL51025No
PLAYS51015Yes
SPAHI51025No
SPINY51015Yes
SPLAY51015Yes
SUBAH51025No
SULPH51015No
UNHIP51025No
BALMS5915No
LUMPS5915No
NUMBS5915No
PALMS5915No
PLASM5915No
PLUMS5915No
PSALM5915No
SLUMP5915No
AYINS5825Yes
HAULS5825No
HULAS5825No
INLAY5825Yes
LYSIN5815Yes
UNLAY5825Yes
UNSAY5825Yes
ALUMS5725No
BASIN5725No
LAPIN5725No
LAPIS5725No
MINUS5725No
MUNIS5725No
NIPAS5725No
NUMIS5725No
PAINS5725No
PLAIN5725No
SALMI5725No
SLAIN5525No
UNUNUNIUM91154No
JIPIJAPA82644No
PAPAYAS71434Yes
MINIMUM71334No
MISAIMS71134No
PALAPAS71134No
HALALAS71034No
ABASIAS7944No
ABAYAS61134Yes
PINYIN61124Yes
MINIMS61024No
MINIUM61034No
MISAIM61034No
PAPAIN61034No
SPASMS61014No
HALALS6924No
ABASIA6844No
BALSAS6824No
PAISAS6834No
SABALS6824No
SALPAS6824No
ALULAS6634No

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.