Resolves to %, of the square root of a random number (from fairly random) between 1 and 10,000, round to nearest whole number
I will ask fairly random to generate a number from 1-10000 at market close
Eg. If...
Random number is 144. Square root is 12. So resolves to 12%
Random number is 1345. Square root is 36.74 so resolves to 37%
Random number is 5522. Square root is 74.31. resolves to 74%
Random number is 10000. Square root is 100. Resolves to 100%
1,000๐ Top traders
| # | Trader | Total profit |
|---|---|---|
| 1 | แน150 | |
| 2 | แน92 | |
| 3 | แน16 | |
| 4 | แน12 | |
| 5 | แน5 |
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@EstMtz That's true, but the fractional part of (k+0.5)^2 is constant at 0.25, so even if sqrt(N) looks as though it has fractional part 0.5 due to precision issues, it's always easy to verify which way it should round.
@4fa Agreed, I now understand it approaches asymptotically. No issues with rounding in this market. You learn something new every day :]
