What is the most number of letters that can be fit into a three by three grid of words, such that no letter...
language/english/spelling/sets.of.words/nots.and.crosses
Problem
What is the most number of letters that can be fit into a three by three grid of words, such that no letter is repeated in any row, column or diagonal?
Show solution
Games magazine ran a contest on this. The winner had 62:
proxying| buckwash | veldt
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stumbled| j | zincography
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whack | providently | bumfs
Here are some good tries:
backsword |thumpingly | fez
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vexingly | q | throwbacks = 61
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thump | beadworks | jingly
backsword | thumpingly| vex
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vexingly | q | throwbacks = 60
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thump | bedrocks | flying
subjack |downrightly| fez
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novelwright| q | backups = 59
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pyx | subface | downright
krafts | exhuming | blowzy
----------+-----------+-----------
phylum | j | transfixed = 56
----------+-----------+-----------
vexing | folkways | chump
klutz | cymograph | fend
----------+-----------+-----------
exscind | j | kymograph = 54
----------+-----------+-----------
myograph |flunked | vibs
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Unless noted otherwise, all words occur in Webster's Third New International
Dictionary, Merriam-Webster, Springfield, MA, 1961.