Poople Answer: November 14, 2026

TIRE → TIME → TOME → POME → POMP → POOP

6 words. 5 changes. A shortest route in the checked official word list; equally short alternatives may exist.

1. TIRE → TIME — position 3, R to M. Keep TI and the final E. Only R changes, introducing the temporary M that stays in the third position until the last move.
2. TIME → TOME — position 2, I to O. Change the second letter, I, to O. Keep TME in their existing positions; the new O is the first correctly placed target letter.
3. TOME → POME — position 1, T to P. Preserve OME and replace the opening T. The first two positions now match POOP, while the ending ME still needs two separate edits.
4. POME → POMP — position 4, E to P. Keep POM and change only the final E. The two outer P letters are now correct; the third-position M remains the only mismatch.
5. POMP → POOP — position 3, M to O. Replace M with O and keep the other three positions fixed. This completes the fifth transition and removes the temporary letter introduced at the start.

Why this route works

The Poople answer for November 14, 2026, puzzle #457, is TIRE → TIME → TOME → POME → POMP → POOP, a five-move route. Its defining feature is the third letter: R becomes M before it eventually becomes O. That first replacement does not make the word look closer to POOP, yet it leaves a four-move finish in which every change completes one target position. Use this walkthrough to separate the temporary opening from that direct finish, check the easily confused POME and POMP rows, and understand why five is the verified minimum for this official snapshot.

Why changing R to M helps before any target letter matches

TIRE differs from POOP in all four positions. The first row change, TIRE to TIME, preserves three letters and replaces only the third. M is not the target letter for that position, so TIME still has four mismatches. A count of matching letters therefore shows no immediate improvement. The checked remaining distance does improve, from five moves at TIRE to four at TIME.

The distinction matters when deciding whether to discard a possible opening. A useful connecting word does not have to gain a target letter immediately. Here, the benefit of TIME appears in the continuation: its next four changes can each finish a different column. This observation supports this particular route; it does not mean every move that leaves the mismatch count unchanged is helpful.

If you want to follow the opening without uncovering everything else, compare the first two rows vertically. T stays above T, I stays above I, and E stays above E. Only the R and M column differs. Do not move R elsewhere or insert M beside it. Both rows remain four letters long, with the same position numbering from left to right.

Read the middle as two fixed endings, not a scramble

TIME to TOME changes I to O in position two. The T, M and E do not move. Then TOME to POME changes the first letter, T to P, while the entire ending OME stays fixed. These consecutive steps finish the second and first target positions, in that order. Reading them as separate replacements prevents a two-letter jump from TIME straight to POME.

At TOME, there are three unfinished positions: the opening T, the third-position M and the final E. The route resolves them as POME, POMP and POOP. At POME, the leading PO is already correct. That shared prefix is a useful visual checkpoint because both remaining edits happen after it. You can cover PO on the diagram and inspect only the last two columns.

Seeing POME in a checked answer establishes acceptance in the observed official word set, not a promise about every word game or dictionary. There is no need to guess a definition to validate this transition. For this puzzle, the relevant evidence is that the complete word is accepted and differs from TOME in exactly the first position. The same two-part check applies to every displayed row.

Keep POME and POMP distinct at the finish

POME to POMP changes the ending from ME to MP. The M stays where it is; E becomes P. POMP to POOP then changes MP to OP, replacing M with O while keeping the final P. In complete words, the first move changes position four and the second changes position three. Their similar spelling can hide that change of position when reading quickly.

POME cannot jump directly to POOP in one move. The third letter would change from M to O and the fourth from E to P at the same time. Both endpoints are accepted here, but that does not make the direct jump legal. The intermediate POMP row separates those two replacements and preserves the rule that exactly one position changes each turn.

An effective final check is to compare POMP with the target one column at a time: P matches, O matches, M differs, and P matches. Only the third column needs attention. Replacing that M with O gives the target without disturbing either outer P. If your copied ladder has a different last intermediate word, check its own columns rather than assuming this one-step finish still applies.

Reconcile five moves with four starting mismatches

The column histories account for the whole route. Position one changes T to P once. Position two changes I to O once. Position four changes E to P once. Position three changes twice, R to M and then M to O. Those counts add to five. The extra replacement beyond the four starting mismatches is located entirely in the third column of this construction.

The chronological edit order is 3, 2, 1, 4, 3. This differs from reading the columns in numerical order. It also explains why six written words mean five moves: TIRE is the starting row, and each later row records one transition. Counting the start as a move, or overlooking one of the two third-column edits, gives the wrong total.

A mismatch count supplies a lower bound, not a complete solution. Four mismatches at TIRE show that fewer than four moves cannot work, but do not establish that four are possible. The independent search of the accepted official snapshot establishes a minimum of five. The repeated M step explains how this solution spends five moves; inspecting one route alone would not rule out all shorter alternatives.

Use the remaining distance to check a partial attempt

After the opening, the mismatch counts and checked remaining distances agree: TIME has four, TOME three, POME two, POMP one and POOP zero. The displayed suffix from each of those rows uses exactly that many moves. Because one move can fix at most one mismatching position, each of these finishes reaches its lower bound. This gives a direct, local check on the continuation.

Suppose a different attempt reaches POME after four moves. The checked two-move continuation would finish that attempt in six moves total, not five. Reaching the same intermediate word does not erase earlier moves. To compare with the answer on this page, count the complete route from TIRE, including any detours, rather than comparing only the final two rows.

For a rejected entry, first write down both the current word and the proposed replacement. TIME to POME changes two positions, whereas TOME to POME changes one. That small difference in the current row changes the result. If the exact displayed transition is still rejected, note puzzle #457, both words and the observation time when reporting it; do not silently substitute a different dictionary as proof of official acceptance.

What the November 14 verification establishes

The public source checked at 09:17:04 UTC on November 14 identifies TIRE as puzzle #457 and supplies official par five. Independent breadth-first search across its 2,398 accepted entries also returns five, with every displayed word and edge checked. This establishes one shortest route in that snapshot, not a unique answer, a player difficulty rating or a recorded official playthrough.

This article belongs to the game day beginning November 14 at 08:00 UTC. Match its date, number and starting word before following it later. Our separate ENABLE-based solver and practice tools use their own vocabulary; their results cannot replace the official-source evidence for this dated answer. The illustration and video explain the checked route and are not recordings of an official game session.

P Pin image

Watch the route explained

Remaining moves on this checked route

Each suffix of a shortest route must also be shortest: a shorter suffix would give a shorter complete route. These values describe remaining changes, not the moves already used on your board.