That was a strange game. First one of these I've run. I'd already precomputed (randomly obv) which box contained what and written it down on a piece of paper. So that 3rd round where you managed to pick out 3 of the 4 remaining blues my initial thought was that you had some sort of webcam in here seeing what I'd written lol.
The first round was good, if not unspectacular.
The second round saw a 2nd of the power 5 taken out, but also 2 more blues. Importantly, the 3 top values were still there, which resulted in a good offer.
Round 3 though was just silly. At 14-box, to have an all blue round with just 4 blues left is quite something. This made the board very powerful and resulted in another excellent offer.
At the end of round 4 the mean was up to £50,000, but the board was now sligtly more unstable. Yet the offer still rised ever so slightly.
Round 5 is where we finally caused some real damage with the loss of the £250,000. At 5-box we still hand a strong game, but not massively strong anymore.
And the gamble on that finish was inevitible. I don't think there are very many people who would take that.
Anyone else who reads this thread: what would you have done? Would you be gone at the 3rd offer the same as KP? Or would you be continuing?
KP: You up for doing this again? This time however using the standard board. We'll do the same box distribution and selection so the game is otherwise the same. (The way I did it was to list the board values and tag them with numbers 1 to 22. I then wrote a list of boxes with 1 to 22. I then did a random sequence of [1..22]. So eg the sequence of [3,5,15...] means, board value 3 goes in box 1. board value 5 goes in box 2. board value 15 goes in box 3. etc. Basically put: i can recreate the game exactly, but it'll be a standard board). We can see how the board strength differs, and how this affects the offers