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Author Message
25 new of 1037 responses total.
gelinas
response 150 of 1037: Mark Unseen   Apr 15 03:51 UTC 2001

feints
kentn
response 151 of 1037: Mark Unseen   Apr 15 19:20 UTC 2001

  feints  1  (gelinas)
aruba
response 152 of 1037: Mark Unseen   Apr 16 01:04 UTC 2001

slants
kentn
response 153 of 1037: Mark Unseen   Apr 16 01:26 UTC 2001

  slants  3  (aruba)
gelinas
response 154 of 1037: Mark Unseen   Apr 16 04:20 UTC 2001

alight
albaugh
response 155 of 1037: Mark Unseen   Apr 16 16:01 UTC 2001

blanch
aruba
response 156 of 1037: Mark Unseen   Apr 16 17:28 UTC 2001

starts
kentn
response 157 of 1037: Mark Unseen   Apr 16 23:12 UTC 2001

  alight  1  (gelinas)
  blanch  5  (albaugh)
  starts  1  (aruba)
gelinas
response 158 of 1037: Mark Unseen   Apr 17 01:32 UTC 2001

blench
aruba
response 159 of 1037: Mark Unseen   Apr 17 03:50 UTC 2001

crunch
kentn
response 160 of 1037: Mark Unseen   Apr 17 23:22 UTC 2001

  blench  4  (gelinas)
  crunch  3  (aruba)
albaugh
response 161 of 1037: Mark Unseen   Apr 18 19:25 UTC 2001

I'm going to guess the following, although it couldn't be right, according
to the scoring:

branch
kentn
response 162 of 1037: Mark Unseen   Apr 19 00:16 UTC 2001

  branch  4  (albaugh)
aruba
response 163 of 1037: Mark Unseen   Apr 19 01:16 UTC 2001

garage
blaise
response 164 of 1037: Mark Unseen   Apr 19 14:35 UTC 2001

flanch
kentn
response 165 of 1037: Mark Unseen   Apr 20 02:27 UTC 2001

  garage  0  (aruba)
  flanch  5  (blaise)
aruba
response 166 of 1037: Mark Unseen   Apr 20 03:28 UTC 2001

prompt
blaise
response 167 of 1037: Mark Unseen   Apr 20 13:29 UTC 2001

divots
kentn
response 168 of 1037: Mark Unseen   Apr 21 00:22 UTC 2001

  prompt  1  (aruba)
  divots  0  (blaise)
aruba
response 169 of 1037: Mark Unseen   Apr 21 02:40 UTC 2001

Well, the word is "planch" - proof to follow.
aruba
response 170 of 1037: Mark Unseen   Apr 21 02:48 UTC 2001

  blanch  5  (albaugh)
  flanch  5  (blaise)
  prompt  1  (aruba)

We have

5 = score(blanch) = score(b-----) + score(-lanch)
5 = score(flanch) = score(f-----) + score(-lanch)

==> score(b-----) + score(-lanch) = score(f-----) + score(-lanch)
==> score(b-----) = score(f-----).

They can't both be 1 or more, so they must both be 0. So

5 = score(-lanch).
So score(-rompt) = 0,

==> 1 = score(prompt) = score(p-----) + score(-rompt) = score(p-----).

So score(planch) = 6.

What's it mean?  (And what does flanch mean?)
gelinas
response 171 of 1037: Mark Unseen   Apr 21 03:05 UTC 2001

I know I'm supposed to leave it to the proposers, but:

} From Webster's Revised Unabridged Dictionary (1913) [web1913]:
} 
}   Flanch \Flanch\, n.; pl. {Flanches}. [Prov. E., a projection,
}      OF. flanche flank. See {Flank}.]
}      1. A flange. [R.]. (Her.) A bearing consisting of a segment
}         of a circle encroaching on the field from the side.
} 
}      Note: Flanches are always in pairs. A pair of flanches is
}            considered one of the subordinaries.

and

} From Webster's Revised Unabridged Dictionary (1913) [web1913]:
} 
}   Planch \Planch\, n. [F. planche.]
}      A plank. [Obs.] --Ld. Berners.
} 
} From Webster's Revised Unabridged Dictionary (1913) [web1913]:
} 
}   Planch \Planch\, v. t. [imp. & p. p. {Planched}; p. pr. & vb. n.
}      {Planching}.] [F. planche a board, plank. See {Plank}.]
}      To make or cover with planks or boards; to plank. [Obs.] ``To
}      that vineyard is a planched gate.'' --Shak.
blaise
response 172 of 1037: Mark Unseen   Apr 21 03:18 UTC 2001

re #170, #171: As I am the proposer of flanch, I will state that I
knew it as a variant of flaunch, which is the more standard spelling
of the heraldic meaning that gelinas quoted.
aruba
response 173 of 1037: Mark Unseen   Apr 21 04:31 UTC 2001

Ah.  Thanks.
blaise
response 174 of 1037: Mark Unseen   Apr 21 13:53 UTC 2001

I believe you're up, aruba? Or haven't you formally guessed the solution?
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 225-249   250-274   275-299   300-324   325-349   350-374   375-399   400-424   425-449 
 450-474   475-499   500-524   525-549   550-574   575-599   600-624   625-649   650-674 
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