Any oblique line of same-colour squares along which a bishop or queen can move in chess; a line joining two non-adjacent vertices of a polygon; or, a slash/solidus
Let's find possible answers to "Any oblique line of same-colour squares along which a bishop or queen can move in chess; a line joining two non-adjacent vertices of a polygon; or, a slash/solidus" crossword clue. First of all, we will look for a few extra hints for this entry: Any oblique line of same-colour squares along which a bishop or queen can move in chess; a line joining two non-adjacent vertices of a polygon; or, a slash/solidus. Finally, we will solve this crossword puzzle clue and get the correct word. We have 1 possible solution for this clue in our database.
Related clues
- From the Greek for 'through', a line joining non-adjacent vertices of a square or other polygon; a slanting row of squares of the same colour on a chessboard; or, the bias of cloth
- Word describing a backslash
- Running slantwise
- A line running in an oblique direction from one corner of a square or parallelogram to another
- *Shortcut path, maybe
Possible answers
- D
- I
- A
- G
- O
- N
- A
- L