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Expand? | Letters | Answer | Clue | |||||
99% | 6 | Exact Match! | ||||||
noun • either of two parallels of latitude about 23.5 degrees to the north and south of the equator representing the points farthest north and south at which the sun can shine directly overhead and constituting the boundaries of the Torrid Zone or tropics adjective satellite • relating to or situated in or characteristic of the tropics (the region on either side of the equator) • of weather or climate; hot and humid as in the tropics | ||||||||
32% | 11 | Subject of Tom Roberts' famous painting 'Shearing the Rams' | ||||||
noun • a southeast Australian river; flows westward and then south into the Indian Ocean at Adelaide | ||||||||
26% | 9 | Aquarius, Leo, Capricorn, and many more are part of this belief system | ||||||
noun • a pseudoscience claiming divination by the positions of the planets and sun and moon | ||||||||
Capricorn Possibly Subject About Rams Head Crossword Clue
There is 1 exact and 121 possible answers.
We've checked our database and believe the answer is
TROPIC which was last seen in the Telegraph Cryptic crossword.
Check other possible answers below.
Check other possible answers below.
We think the answer to this crossword clue is:
TROPIC
Updated: October 12, 2023
Best Possible Answers
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Clue Last Found In...
Source | #Number | Answer |
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Telegraph Cryptic06 Jul 2023 | Down 7 | |
This clue was last seen in the publications above.
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6 | Subject of Tom Roberts' famous painting 'Shearing the Rams' | |
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06 Oct 1980 | New York Times / 06 Oct 1980 |
Similar Clues With The Same Answers
Capricorn, e.g.
___ of Capricorn
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Celestial sphere circle
Start of two Henry Miller titles
Either of two parallels of land on the Earth
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Turning: Comb. form
Celestial sphere circle
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Line around the globe
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Line at nearly 23 degrees N or S
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Interzonal line
Subject matter about right for a mundane circle
Subject receives sovereign on one of two lines
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Cancer, say, left over one hundred
Cancer, for instance, is right in issue
Interzonal line
Subject matter about right for a mundane circle
Subject receives sovereign on one of two lines
Line bordering hot region
Imaginary circle's radius called into question