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Author Message
25 new of 1013 responses total.
aruba
response 820 of 1013: Mark Unseen   Nov 7 03:16 UTC 2003

hereof
kentn
response 821 of 1013: Mark Unseen   Nov 8 16:03 UTC 2003

  bemoan  0  (gelinas)
  whiner  0  (albaugh)
  hereof  1  (aruba)
albaugh
response 822 of 1013: Mark Unseen   Nov 8 17:44 UTC 2003

heroes
gelinas
response 823 of 1013: Mark Unseen   Nov 8 21:37 UTC 2003

dolent
kentn
response 824 of 1013: Mark Unseen   Nov 8 22:33 UTC 2003

  heroes  0  (albaugh)
  dolent  2  (gelinas)
aruba
response 825 of 1013: Mark Unseen   Nov 9 02:25 UTC 2003

foulup
kentn
response 826 of 1013: Mark Unseen   Nov 9 14:31 UTC 2003

  foulup  0  (aruba)
 
(The scoring on the word has not fouled up yet, in case you were
wondering.  And no, this word is not impossible to find, though 
it is not in free part of m-w.com)
aruba
response 827 of 1013: Mark Unseen   Nov 9 14:36 UTC 2003

Oh, I didn't mean to imply anything - I was just guessing.
gelinas
response 828 of 1013: Mark Unseen   Nov 9 17:43 UTC 2003

pillow
aruba
response 829 of 1013: Mark Unseen   Nov 10 04:28 UTC 2003

paddle
albaugh
response 830 of 1013: Mark Unseen   Nov 10 19:39 UTC 2003

canoes
kentn
response 831 of 1013: Mark Unseen   Nov 12 04:28 UTC 2003

  pillow  1  (gelinas)
  paddle  0  (aruba)
  canoes  0  (albaugh)
gelinas
response 832 of 1013: Mark Unseen   Nov 12 04:40 UTC 2003

divers
kentn
response 833 of 1013: Mark Unseen   Nov 12 12:29 UTC 2003

  divers  5  (gelinas)
aruba
response 834 of 1013: Mark Unseen   Nov 12 15:08 UTC 2003

hobnob
kentn
response 835 of 1013: Mark Unseen   Nov 13 00:53 UTC 2003

  hobnob  1  (aruba)
gelinas
response 836 of 1013: Mark Unseen   Nov 13 08:13 UTC 2003

Hmmm.... 

        score(canoes) = score(canoe-) + score(-----s) = 0
                => score(-----s) = 0

        score(divers) = score(diver-) + score(-----s) = 5
                      = score(diver-) +      0        = 5
                => score(diver-) = 5

        since score(diver-) = 5 , score(hobno-) = 0

        score(hobnob) = score(hobno-) + score(-----b) = 1
                      =      0        + score(-----b) = 1
                => score(-----b) = 1

        thus

        score(diverb) = score(diver-) + score(-----b) 
                      =      5        +      1
                      =               6

I will leave it to Kent to provide the definition of my guess:

        diverb
kentn
response 837 of 1013: Mark Unseen   Nov 16 04:42 UTC 2003

  diverb  6  (gelinas)  ---> Ding! Ding! Ding! Winner! 

Your word, Joe!

  From Webster's Revised Unabridged Dictionary (1913) :
  Diverb \Di"verb\, n. [L. diverbium the colloquial part of a
     comedy, dialogue; di- = dis- + verbum word.]
     A saying in which two members of the sentence are contrasted;
     an antithetical proverb. [Obs.]
  
           Italy, a paradise for horses, a hell for women, as the
           diverb goes.                             --Burton.

gelinas
response 838 of 1013: Mark Unseen   Nov 19 02:22 UTC 2003

So I'm thinking of a six-letter word that is not

  diverb  0  (lastword)
kentn
response 839 of 1013: Mark Unseen   Nov 19 12:24 UTC 2003

series
gelinas
response 840 of 1013: Mark Unseen   Nov 19 13:48 UTC 2003

  series  0  (kentn)

The current state of the guess is in ~gelinas/letter.match6
aruba
response 841 of 1013: Mark Unseen   Nov 19 19:26 UTC 2003

enerve
gelinas
response 842 of 1013: Mark Unseen   Nov 20 05:01 UTC 2003

  enerve  0  (aruba)
albaugh
response 843 of 1013: Mark Unseen   Nov 21 18:22 UTC 2003

nervey
aruba
response 844 of 1013: Mark Unseen   Nov 21 19:51 UTC 2003

banana
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