Daily word puzzle · Answer page
5×5 Word Square Answer — Saturday, October 24, 2026 (Puzzle #2)
Today's five rows, a playable grid with the same eight givens, and a plain explanation of how the square was built. Our puzzle, our word list, our answer.
Today's answer
The 5×5 Word Square answer for Saturday, October 24, 2026 is SEATS / EIGHT / AGREE / THERE / STEEL.
This is our own 5×5 puzzle, generated from our own word list — it is not the squareword.org puzzle, and today's answer here is not their answer.
If you are stuck on the other game, our hints and 5×5 solver page for squareword.org works from the letters you have already placed. It does not publish their answer either.
This page is two things at once: an answer page for today's 5×5 Word Square, and a place to play it. The answer is printed above because that is what an answer page is for. The grid below is the same puzzle with the same eight givens, so you can try it yourself and check your rows and columns before you scroll back up.
Play today's 5×5 Word Square
Eight cells are printed for you. Fill the seventeen empty cells so that all five rows and all five columns are five-letter words. Tap a cell on a phone, or use the arrow keys to move around the grid. Tab moves into the grid once and out again; the arrow keys do the rest.
Checking does not reveal the answer. The solution is not written into this widget until you press “Show the answer”.
How today's puzzle was built
Every 5×5 Word Square on this site comes from a bank of 2,000 puzzles generated here, not borrowed from another game. The bank was built from a 2,500-word pool of five-letter words ordered by frequency. Each puzzle stores two 25-character strings: the finished square, read left to right and top to bottom, and a mask that keeps eight of those letters and hides the other seventeen.
Three properties were checked for every entry before it went into the bank. The square is symmetric, so row one is also column one, row two is column two, and so on. Every row and every column is a word in the pool. And within that 2,500-word universe, the eight givens leave exactly one complete square. That last property is what makes the puzzle fair: there is a single intended answer, and the givens are enough to reach it.
| Numbering | days since 2026-10-23 mod 2,000, plus one |
|---|---|
| Bank size | 2,000 puzzles |
| Generation pool | 2,500 five-letter words, frequency ordered |
| Givens | 8 letters, fixed and not editable |
| Blanks | 17 cells |
| Acceptance list | 12,478 five-letter words |
| Rollover | Midnight in America/Toronto |
| Cycle | 2,000 days, then back to puzzle 1 |
The answer printed above is the entry for today's index in that bank. It is not a guess, a scrape, or a copy of another site's daily. Puzzle 1 is the first square in the bank, and the bank goes live with it.
The mask does not have to mirror the square: a given at row two, column one does not automatically produce a given at row one, column two. The player still has to notice the mirror rule and use it.
What a word square is
Wikipedia's definition is compact: a word square “consists of a set of words written out in a square grid, such that the same words can be read both horizontally and vertically.” The number of words equals the number of letters in each word, and that number is the order. An order-5 square has five five-letter words, 25 cells and ten lines to read: five across and five down.
The example Wikipedia gives for order five is HEART, EMBER, ABUSE, RESIN, TREND. Put HEART in the top row and its H is also the first letter of column one, its E the first letter of column two, and so on. The grid is not five separate words that happen to sit near each other; each letter belongs to a row and a column at the same time.
| H | E | A | R | T |
| E | M | B | E | R |
| A | B | U | S | E |
| R | E | S | I | N |
| T | R | E | N | D |
Word squares are sometimes compared to magic squares, but Wikipedia is explicit that apart from the shared square grid there is no real connection. A magic square is arithmetic; a word square is spelling.
The form is old. Wikipedia describes the first-century Sator Square as a Latin word square and quotes Encyclopaedia Britannica calling it “the most familiar lettered square in the Western world”. Its canonical reading is SATOR, AREPO, TENET, OPERA, ROTAS, and the whole 25-letter block is a palindrome: it reads the same in both directions, which is a stronger property than an ordinary word square needs.
In English, Wikipedia records the first published order-six square in 1859, the order-seven in 1877, the order-eight in 1884 and the order-nine in 1897. A perfect order-ten square was not published until 2023. The jump from five to ten is not a matter of trying harder. Wikipedia estimates that a 5-square can typically be built from a vocabulary of about 250 words, that each step up needs roughly four times as many words, and that a 9-square needs more than 60,000 nine-letter words — practically all of them in a very large dictionary.
There is also a variant worth knowing about. When the words across and the words down are different, the result is called a double word square, and Wikipedia notes that these are harder to find: the largest known fully legitimate English examples are order eight. Today's puzzle is the ordinary kind. Its rows and columns are the same five lines, which is why the grid is symmetric.
All of the history and vocabulary maths in this section comes from the Wikipedia article on word squares. The claims about our own bank come from our own checks, described below.
The mirror rule, and why it makes the grid easier
In a symmetric word square the letter at row r, column c is the same as the letter at row c, column r. In plain terms, the grid is a mirror across its main diagonal. Row three and column three are the same five letters in the same order. So are row one and column one, row four and column four, and row five and column five.
This has a practical consequence for solving. If you know that row two starts with T, you also know that column two starts with T. If you place a letter at row four, column one, you have also placed a letter at row one, column four. Eight givens are therefore more than eight constraints: each off-diagonal given constrains two cells, and each on-diagonal given constrains one.
It also means the puzzle is fully determined by its five rows. There is no separate set of column words to invent. Once the five rows are words and the grid is symmetric, the columns take care of themselves. The checker still tests all ten lines, because a player can type a grid that is not symmetric, and a grid like that has to earn its result the same way.
A note on counting: the grid has 25 cells, five rows and five columns. Because the square is symmetric, the five column words are the same five words as the rows, in the same order. The ten lines are real checks, but they are not ten independent words.
How to solve a 5×5 word square
The advice below is about the order to make decisions, not about knowing more words. A word square punishes a plausible guess that is never checked, because every wrong letter is also wrong in the crossing line.
1. Start with the line that has the most givens
Count the known letters in each row and each column. The line with three or four givens has the fewest candidates; the line with one given can wait. Solving the tightest line first reduces the branching everywhere else, because every letter you place removes candidates from a crossing line.
2. Use the mirror before you guess
Every given letter is also a constraint on the crossing line. Before listing candidates for a row, copy the letters you already know into the mirrored cells. Half the time the board looks much more constrained than it did a moment ago, and you have not guessed anything yet.
3. Treat each cell as two decisions
A letter has to work in its row and in its column. When you try a word, read the columns it creates, not just the row you typed. If a column becomes an impossible prefix, the row is wrong no matter how good it looks on its own.
4. Place vowels early, but do not assume
Vowels are worth placing early. Y often does the work of a vowel in five-letter words, and a row with no A, E, I, O, U or Y is unusual. Treat that as a filter for ordering candidates, never as a rule for rejecting a word you know. Treat it as a way to order your candidates, never as a reason to reject a word you know.
5. Learn the productive endings
Five-letter English leans on -ED, -ER, -LY, -S, -ING and -Y. A grid that needs a verb in the past tense will often supply D or E in the last column. If a line ends in a blank, try the endings before trying a fresh word; endings are shared by hundreds of words, which makes them cheap to test.
6. Let crossings veto
If row two can be SLATE or STONE and column three needs a T as its second letter, the crossing has already chosen. Write the candidate letters at the intersections and strike out the words that disagree. The intersection is the most informative cell on the board because it belongs to two words at once.
7. Commit to letters, not words
Beginners pick a whole row and then defend it. It is better to place one letter you are confident about, re-read the two lines it touches, and only then extend. A wrong letter is cheap to remove; a wrong row is expensive because three or four other decisions were built on top of it.
8. Use a pattern search when you are stuck
Write the row as a pattern, with dots for the blanks, and list the five-letter words that fit. Our 5-letter word pages and the site's word finder do this by letter position; a paper list works too. The point is to stop guessing from memory and start eliminating, which is the part a computer is genuinely better at.
9. Expect names and inflections
The accepted list is broad. It contains some names, place names and inflected forms, so a line that looks like a proper noun is not automatically wrong. Check it before you discard it. A puzzle that only accepted clean, common, lowercase words would be much harder to fill, and the bank was not built that way.
10. Finish by reading all ten lines
Fill the grid, then read every row aloud and every column aloud. A square can look finished and still contain a line that is not a word. The checker does this for you, but doing it yourself is how you catch the mistake before you press the button, and it is how you learn which of your habits keeps producing the same error.
What the checker does, and what it refuses to do
When you press Check my answer, the page reads the 25 cells, builds five row strings and five column strings, and looks each one up in a list of 12,478 five-letter words. A line either matches an entry exactly or it does not. There is no partial credit, no fuzzy matching and no scoring.
If any cell is empty, the checker says how many are missing and stops. It does not guess the rest. If the grid is full but a row or a column is not in the list, it names the failing line and the word you typed. For example, it will say that row two is not in the word list, and it will show the five letters it tested, because those letters are yours.
It will not tell you which letter is wrong, and it will not compare your grid with the bank answer. That is deliberate. Naming a bad letter would hand you the solution one cell at a time, and comparing against the bank would reject valid squares that are not the one we generated. The rule is the rule the game states: all five rows and all five columns have to be words.
A valid square that differs from our answer is still a valid square, and the checker will accept it. The bank was generated so that only one square fits the eight givens inside the 2,500-word pool, but the acceptance list is larger than the pool. If you find another complete square that satisfies every line, you have solved the puzzle as stated.
The answer is not written into the game widget. The widget reads the mask and the bank, but it does not put the solution into the grid, into a data attribute, or into the feedback area until you press Show the answer. If you inspect the grid before that, you will find your own letters and the eight givens, nothing more.
Why today's answer is not the squareword.org answer
squareword.org runs a daily 5×5 word square of its own. Its site describes the game in one sentence: “A daily word puzzle game where you guess 5-letter words to uncover a 5x5 grid. Each row and column forms a valid word.” That is the same format we use here, and that is where the similarity ends.
We do not have their answers, we do not scrape them, and we do not publish a guess dressed up as their solution. The square above comes from our own bank, generated from our own dictionary and our own frequency ranking. Two sites can both run a 5×5 word square on the same day without sharing a single word, and that is exactly what is happening here.
This matters if you play both. A word that solves our grid will not necessarily solve theirs, because the two puzzles are built from different banks. If you are stuck on their puzzle, use our hints and 5×5 solver page for squareword.org: it takes the letters you have already placed and returns the complete 5×5 squares that fit them, without pretending to know their daily answer.
If you want the general form rather than a daily, the word square article on Wikipedia is the honest reference for the history and the vocabulary maths. Everything this page says about word squares as a form comes from there.
Puzzle numbers, midnight in Toronto, and the 2,000-day cycle
Puzzle numbering is arithmetic, not editorial. The page takes the calendar date in America/Toronto, counts the days since 23 October 2026, and takes that count modulo 2,000. The result is the index into the bank; the puzzle number is the index plus one.
index = (days since 2026-10-23 in America/Toronto) mod 2000
puzzle number = index + 1
Because the count is taken on calendar dates rather than on elapsed hours, daylight saving time does not shift the puzzle. The date rolls over at 00:00 Eastern, whether the clock is on EST or EDT. If you leave the page open past midnight, the grid you loaded stays put until you reload; the answer sentence is static HTML and is refreshed by a small update script that runs on the server.
The modulo is what makes the cycle. Index 1,999 is the last entry in the bank. The next day the count is 2,000, and 2,000 mod 2,000 is 0, so the bank starts again at puzzle 1. Two thousand days is a little under five and a half years, which is long enough that the bank is not exhausted quickly and short enough that it stays a finite, checkable object.
The page also prints the next puzzle number and date. Those are arithmetic too: tomorrow's index is today's plus one, wrapped the same way. Tomorrow's answer is not printed here, because there is no reason to spoil it a day early.
On a phone, with a keyboard, or with a screen reader
The grid is five columns wide at every size. At 390 pixels, the cells still fit with room for the page gutter, and the buttons wrap onto separate lines instead of shrinking below a comfortable tap size. Each cell is a text input with a one-character limit, so the phone keyboard opens on the grid rather than on a search field.
Keyboard: Tab enters the grid once, the arrow keys move between cells, typing a letter fills the current cell and advances, and Backspace clears the current cell or steps back to the previous blank. Pasting a 25-letter block into any cell fills the whole grid. Enter checks the answer.
Screen readers: every cell is labelled with its row and column, and given cells say that the letter is given. Feedback is announced through a live region, so the result of a check is read without moving focus. The Show the answer button is a normal button and is never triggered automatically.
Colour is not the only signal. Given cells are marked with a heavier border and a different background, and the accessible label says “given” as well. Failing rows and columns are named in the feedback text, not only outlined.
How the bank was checked
The bank is only useful if the puzzles are real. Before publication, every one of the 2,000 entries was checked for the following: every row and every column is in the 2,500-word pool; the square is symmetric across the main diagonal; every letter in the mask matches the letter in the same position of the square; every mask has exactly eight givens; no two squares are identical; and each puzzle has exactly one solution inside the pool universe.
Those checks are the reason the page can publish an answer without hedging. They are also the reason the puzzle is solvable: eight givens plus the mirror rule plus a 2,500-word pool is a finite search, and the bank records the result of that search.
What the checks do not claim: they do not claim that the answer is the only valid square in English. They claim uniqueness inside our pool. The checker uses a larger acceptance list, so a player who finds another complete square is not wrong; they have found a different valid square that also fits the givens.
Questions people ask about the 5×5 Word Square
Is this the same puzzle as squareword.org?
No. This page publishes our own 5×5 Word Square, generated from our own word list, and today's answer here is not the squareword.org answer. squareword.org runs its own daily game with its own answers; we do not have them and we do not publish a guess at them.
Where is today's 5×5 Word Square answer?
It is printed in the answer box at the top of this page, with the date and the puzzle number. This is an answer page, so the solution is public; the grid on this page is the same puzzle for anyone who wants to solve it first.
How many letters are given in the grid?
Eight letters are given and seventeen cells are blank. The givens are fixed: you cannot type over them, and the checker reads them from the mask rather than from your typing.
Why is the grid symmetric?
Every square in our bank is symmetric, so row one is also column one, row two is column two, and so on. That is the ordinary definition of a word square: the same words read across and down. It also gives you a mirror rule, because the letter at row r, column c is the same as the letter at row c, column r.
What counts as a correct answer?
All five rows and all five columns must be in our 12,478-word acceptance list. The checker tests ten lines: five across and five down. A line either matches a word exactly or it does not.
Does the checker tell me which letter is wrong?
No. It names the row or column that is not a word and shows the letters you typed. Naming the bad letter would leak the solution one cell at a time, so the checker reports the failing line instead.
When does the puzzle change?
At midnight in America/Toronto, which is Eastern Time. The puzzle number is the number of days since 23 October 2026 modulo 2,000, plus one, so the bank starts again after 2,000 days.
Can I play past puzzles?
This page only serves today's puzzle. The answer sentence and the grid always describe the same day, and the puzzle number in the answer line tells you where you are in the 2,000-puzzle cycle. There is no archive page yet.
Keep playing
- Hints and a 5×5 solver for squareword.org — it works from your own givens, for the other game.
- Our daily 4×4 word square game — the smaller board, with its own bank of puzzles.
- All word games — the full list of daily and unlimited puzzles on the site.
- Logic puzzles — grids, deductions and non-word puzzles.
- 5-letter word lists — browse every accepted five-letter word by starting letter.
- Letter Boxed solver — a different grid game, solved from your own letters.
Last updated . The answer sentence, the puzzle number and the dated headings on this page are rewritten by a server-side update script; the explanation above does not change from day to day.