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| Expand? | Letters | Answer | Clue | |||||
| 99% | 7 | Exact Match! | ||||||
verb • make plain and comprehensible • define • serve as a reason or cause or justification of | ||||||||
| 24% | 9 | Property of a set in which every point inside the set has a neighborhood completely contained in the set | ||||||
noun • the property possessed by a convex shape • a shape that curves or bulges outward | ||||||||
| 24% | 5 | A set that is both a G-delta set and an F-sigma set | ||||||
No meanings yet for this word...
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Set Out For Former Flat Crossword Clue
There is 1 exact and 184 possible answers.
We've checked our database and believe the answer is
EXPLAIN which was last seen in the The Guardian Cryptic crossword.
Check other possible answers below.
Check other possible answers below.
We think the answer to this crossword clue is:
EXPLAIN
Updated: October 14, 2023
Best Possible Answers
Users Also Searched For These Clues...
We think you're currently doing a The Guardian Cryptic crossword, and other users also searched for these clues:
Virginia cannot 9Getting on in bed - strengthened naturally
Clue Last Found In...
| Source | #Number | Answer |
|---|---|---|
| The Guardian Cryptic28 Apr 2008 | Down 1 | |
This clue was last seen in the publications above.
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Similar Clues
| Clue | Source | |
|---|---|---|
1 | A kid struggling during run, as animals flat out
The Guardian Cryptic -
17 Oct 2007 | The Guardian Cryptic / 17 Oct 2007 |
2 | A set that is both a G-delta set and an F-sigma set | |
3 | Flat part of a flat
New York Times -
29 May 2020 | New York Times / 29 May 2020 |
4 | From Latin for “flat”, a diagram on a flat surface of a 3-D object such as a building; or, an aim
Telegraph Giant General Knowledge -
01 Jul 2023 | Telegraph Giant General Knowledge / 01 Jul 2023 |
5 | He set out musical style – it's flat
Telegraph Toughie -
01 Feb 2023 | Telegraph Toughie / 01 Feb 2023 |
6 | Man set trap that's crushed more than one flat
The Guardian Cryptic -
06 Oct 2016 | The Guardian Cryptic / 06 Oct 2016 |
7 | Property of a set in which every point inside the set has a neighborhood completely contained in the set |
