The highest intermediate total in a numbers game
Posted: Sat Jan 22, 2011 11:02 pm
I think Paul "Tranmere" Thomson posted a similar thing the best part of a decade ago, but I was wondering:
1. What's the highest intermediate total ever used in a game by a contestant?
2. What's the highest total you would ever have to reach to get the solution spot on?
3. What's the highest total you can reach to get a solution spot on? I don't think it counts if you do something like *100/50 because that's the same as *(100/50), but you can go inefficient routes.
4. Other related questions that I haven't covered.
I devised a game yesterday when I was bored and according to WTP it only has one solution, which involves going very high, but you might think of it as a bit of a cheat.
996 - 100, 75, 50, 5, 3, 3
50*5 = 250
250*3 = 750
750-3 = 747
747*100 = 74700
74700/75 = 996
Obviously you have to multiply by 100 first because you can't do 747/75 or 100/75, but you might think that this is a bit sneaky.
1. What's the highest intermediate total ever used in a game by a contestant?
2. What's the highest total you would ever have to reach to get the solution spot on?
3. What's the highest total you can reach to get a solution spot on? I don't think it counts if you do something like *100/50 because that's the same as *(100/50), but you can go inefficient routes.
4. Other related questions that I haven't covered.
I devised a game yesterday when I was bored and according to WTP it only has one solution, which involves going very high, but you might think of it as a bit of a cheat.
996 - 100, 75, 50, 5, 3, 3
50*5 = 250
250*3 = 750
750-3 = 747
747*100 = 74700
74700/75 = 996
Obviously you have to multiply by 100 first because you can't do 747/75 or 100/75, but you might think that this is a bit sneaky.