Week 1, the options will be different every time so its fun.
π Top traders
| # | Trader | Total profit |
|---|---|---|
| 1 | αΉ673 | |
| 2 | αΉ339 | |
| 3 | αΉ38 | |
| 4 | αΉ18 | |
| 5 | αΉ16 |
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@121
Well done to whoever won! I completely misunderstood the setup as well (until resolution :) should have better read the comments, but itβs a cool concept if we had more traders partizipating
Just a quick heads-up on the A perfect prime power? resolution: You mentioned below that each option looks at its own count, so this one is judged based on its final count of 5 holders.
But 5 is just a regular, basic prime number. There is actually a big difference between a simple Prime Power and a Perfect Prime Power:
A normal Prime Power includes regular prime numbers (because you can just write them as themselves).
But adding the word 'Perfect' means there has to be an actual exponent greater than 1 - like 4 (2 Γ 2), 8 (2 Γ 2 Γ 2), 9 (3 Γ 3), 16, 25, or 27.
A plain old prime number like 5 isn't a perfect power because nothing was multiplied. Since the word 'Perfect' strictly rules out simple primes, this option is mathematically a clear NO. What do you think,
@4fa
Yeah. If an exponent of 1 were allowed for perfect powers, every number - prime or not - would qualify.
@Tantalost if an exponent of 1 was allowed 6 would not qualify btw
but youre right 5 should resolve no
@mods pls unresolve the perfect prime power from yes to no, I misresolved it
I included the numbers of each type under 100 in the next market so there will less misunderstanding
@121 I assume so because the title calls it "option" and the description says the "options" will be different every time.