Based on these stats (accurate to 1/12/2010) the box bringing most of the 6 figure sums to the table is box 12 (9 times) and the box bringing the least 6 figure sums to the table is box 3 (3 times)
Interesting to note upto now, box 21 hasnt bought the £250,000 to the table. By my working out it is a 1/484 chance for a particular box to come to the table containing £250,000? Therefore each box should have bought the £250,000 at least 3 times by now? Correct me if i'm wrong..
£250,000 1 || 2 | 3 | 4 | 5 |||| 6 ||| 7 || 8 || 9 ||||| 10 ||| 11 |||| 12 |||| 13 | 14 | 15 || 16 | 17 ||| 18 ||| 19 ||| 20 ||| 21 22 |||
£100,000 1 ||| 2 ||| 3 | 4 |||| 5 ||| 6 ||||| 7 || 8 | 9 ||| 10 || 11 ||| 12 ||||| 13 ||| 14 ||||||| 15 | 16 ||| 17 || 18 || 19 || 20 || 21 |||| 22 ||
Last edited by thundercat on Fri Dec 03, 2010 6:25 pm, edited 1 time in total.
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