Talk:Lexicon Crossing

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The quest for a 10+ scoring game...
 
The quest for a 10+ scoring game...
   
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* Four words can have 4 scoring tiles (square). Thus a maximum of 40 points. 40/4=10.
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* Five words can have 6 scoring tiles (adjacent squares). This is a maximum of 56 points. 56/5=11.2
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* Six words can have 9 scoring tiles (crosshatch). This is a maximum of 77 points. 77/6=12.8
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Both 5 and 6 word solutions rely on a few words having three scoring tiles, so let's concentrate our search there.
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How many words have three tiles that score 4+ and which are seperated by at least one tile
 
egrep '(Q|Z|X|J|K|V|F|H|Y|W).{1,}(Q|Z|X|J|K|V|F|H|Y|W).{1,}(Q|Z|X|J|K|V|F|H|Y|W)' CSW12_wordsonly.txt | wc -l
 
egrep '(Q|Z|X|J|K|V|F|H|Y|W).{1,}(Q|Z|X|J|K|V|F|H|Y|W).{1,}(Q|Z|X|J|K|V|F|H|Y|W)' CSW12_wordsonly.txt | wc -l
 
5005
 
5005
   
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...seperated by exactly one tile:
 
egrep '(Q|Z|X|J|K|V|F|H|Y|W).{1}(Q|Z|X|J|K|V|F|H|Y|W).{1}(Q|Z|X|J|K|V|F|H|Y|W)' CSW12_wordsonly.txt | wc -l
 
egrep '(Q|Z|X|J|K|V|F|H|Y|W).{1}(Q|Z|X|J|K|V|F|H|Y|W).{1}(Q|Z|X|J|K|V|F|H|Y|W)' CSW12_wordsonly.txt | wc -l
 
413
 
413
   
...a lot of those words could be removed. eg, 31 words have too many Ks in them. 4 words have too many Zs...
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...seperated by more than one, but at least one is Z, Q, X or J...
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egrep '(Q|Z|X|J|K|V|F|H|Y|W).{1,}(Q|Z|X|J|K|V|F|H|Y|W).{1,}(Q|Z|X|J|K|V|F|H|Y|W)' CSW12_wordsonly.txt | egrep '(Z|Q|X|J)' | wc -l 1320
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...some of those words could be removed because they have too many of a single letter...
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egrep '(Q|Z|X|J|K|V|F|H|Y|W).{1,}(Q|Z|X|J|K|V|F|H|Y|W).{1,}(Q|Z|X|J|K|V|F|H|Y|W)' CSW12_wordsonly.txt | egrep '(Z|Q|X|J)' | egrep -v '(Q.*Q.*Q|Z.*Z.*Z|X.*X.*X|J.*J.*J|K.*K.*K|V.*V.*V)' | wc -l 1313
   
egrep '(Q|Z|X|J|K|V|F|H|Y|W).{1,}(Q|Z|X|J|K|V|F|H|Y|W).{1,}(Q|Z|X|J|K|V|F|H|Y|W)' CSW12_wordsonly.txt | egrep -v '(K.*K.*K|Z.*Z.*Z)' | wc -l
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These 1313 words should be the basis of our search.
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Revision as of 11:46, 18 November 2014

The quest for a 10+ scoring game...

  • Four words can have 4 scoring tiles (square). Thus a maximum of 40 points. 40/4=10.
  • Five words can have 6 scoring tiles (adjacent squares). This is a maximum of 56 points. 56/5=11.2
  • Six words can have 9 scoring tiles (crosshatch). This is a maximum of 77 points. 77/6=12.8

Both 5 and 6 word solutions rely on a few words having three scoring tiles, so let's concentrate our search there.


How many words have three tiles that score 4+ and which are seperated by at least one tile

egrep '(Q|Z|X|J|K|V|F|H|Y|W).{1,}(Q|Z|X|J|K|V|F|H|Y|W).{1,}(Q|Z|X|J|K|V|F|H|Y|W)' CSW12_wordsonly.txt | wc -l
5005

...seperated by exactly one tile:

egrep '(Q|Z|X|J|K|V|F|H|Y|W).{1}(Q|Z|X|J|K|V|F|H|Y|W).{1}(Q|Z|X|J|K|V|F|H|Y|W)' CSW12_wordsonly.txt | wc -l
413

...seperated by more than one, but at least one is Z, Q, X or J...

egrep '(Q|Z|X|J|K|V|F|H|Y|W).{1,}(Q|Z|X|J|K|V|F|H|Y|W).{1,}(Q|Z|X|J|K|V|F|H|Y|W)' CSW12_wordsonly.txt | egrep '(Z|Q|X|J)' | wc -l 1320


...some of those words could be removed because they have too many of a single letter...

egrep '(Q|Z|X|J|K|V|F|H|Y|W).{1,}(Q|Z|X|J|K|V|F|H|Y|W).{1,}(Q|Z|X|J|K|V|F|H|Y|W)' CSW12_wordsonly.txt | egrep '(Z|Q|X|J)'  | egrep -v '(Q.*Q.*Q|Z.*Z.*Z|X.*X.*X|J.*J.*J|K.*K.*K|V.*V.*V)' | wc -l 1313

These 1313 words should be the basis of our search.

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