[quote name=\'Steve McClellan\' post=\'122094\' date=\'Jun 22 2006, 02:18 AM\']
Interesting. That would put the DoND board somewhere around:
<scroll up for board>
So what do the critics think of this one?
[/quote]
Actually, now that you bring it up, I had been thinking that a board that's logarithmically-based, but only beyond its gag prize(s), wouldn't be too bad. Observe such a 26-case board, which I based off a logarithmic progression starting with $1:
   1¢  $	1,000
$  1   $	2,000
$  2   $	3,000
$  3   $	5,000
$  5   $   10,000
$ 10   $   20,000
$ 20   $   30,000
$ 30   $   50,000
$ 50   $  100,000
$100   $  200,000
$200   $  300,000
$300   $  500,000
$500   $1,000,000
Which, actually, is very similar to Joe's original board that kicked this thread off. I happen to like this one; It's less topheavy than the US board; the values between $1 and $10,000 are spread out more and the values from $100k to $1 million are spread out less. A few interesting statistics: The top prize is 29% of the sum of all the values on the US board, but the same figure for this board is 45% The sums, BTW, are $3,418,416.01 and $2,222,221.01 respectively. 
That said, I think that the word "topheavy" is always relative to the top value. If your top prize is $1,000,000, then you're gonna have a few six-figure sums up there. But a $100,000 loss on this board wouldn't be "okay". If you're gonna shrink the other sums, like on Travis's board, then having that gigantic top prize makes it a one-case game from the get-go. which I think doesn't make for a good game and doesn't make for good TV either. I think this is a good compromise.
I'm not sure how the Australian board goes exactly, but I know it goes from 50 cents to 200k, and a logarithmically-based board for those values might go somethign like this:
$   .50  $	500
$  1.00  $	750
$  1.50  $  1,000
$  2.50  $  2,000
$  5.00  $  3,500
$  7.50  $  5,000
$ 10	 $ 10,000
$ 20	 $ 15,000
$ 35	 $ 25,000
$ 50	 $ 50,000
$100	 $ 75,000
$150	 $100,000
$250	 $200,000