posted on Jan, 3 2022 @ 01:04 AM
So there's this free site that has a daily word challenge.
You are given six chances to correctly solve for the five lettered word answer.
If the first five turns taken, you use 5 different letters on each attempt, you would use up 25 out of the possible 26 letters in the alphabet.
Essentially making your last and final turn simply solving an anagram, even though such a guess could still be incorrect.
So here's my question on this.
How would one find 5 different words, all with different letters on each of them, to get to that 25 unique letter guesses during these turns?
Hope I made my post somewhat understandable.
Looking forward to any responses.