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It is not a normal distribution. How many times did you solve it in 3.45 guesses?DrGreg said:Wordle 521 4/6
##\mu=4.076\, , \,\sigma = 0.931##
Normal distribution with same parameters:
View attachment 317546
It is not a normal distribution. How many times did you solve it in 3.45 guesses?DrGreg said:Wordle 521 4/6
##\mu=4.076\, , \,\sigma = 0.931##
Normal distribution with same parameters:
View attachment 317546
The orange curve I plotted is a normal distribution with the the same ##\mu## and ##\sigma## as the discrete samples (the blue spots) for my Wordle games. I'm not claiming the orange curve represents my Wordle history, it just happens to have the same ##\mu## and ##\sigma##.Orodruin said:It is not a normal distribution. How many times did you solve it in 3.45 guesses?
You are definitely than me.DrGreg said:
According to my calculations, 88% of the wordle solution words fit this pattern.fresh_42 said:Wordle 526 X/6
nyt.com/wordleβ
##N=163\, , \,\mu=4.294\, , \,\sigma =1.218##
This was really hard not to guess! Look at my pattern!
... with different letters for all the blanks? Ok, except for the last 3(!) where I used a double consonant. I literally ran out of letters!OmCheeto said:According to my calculations, 88% of the wordle solution words fit this pattern.
Did you mean 88 words instead of 88%? I got 81 words which is close enough, but 88% of the solution words for the particular letters of 526 is not possible.OmCheeto said:According to my calculations, 88% of the wordle solution words fit this pattern.
I guess that even 88 words is too many if we include the constraints: 10 possible letters eliminated in the first and second guess, 3 more eliminated in the third guess, and 5 letters eliminated in the last three guesses. If we subtract the last guess, then there have been 16 letters eliminated by guess number five. One word is the solution, another my guess number six. I don't think there were 88 words left after five guesses.kuruman said:Did you mean 88 words instead of 88%? I got 81 words which is close enough, but 88% of the solution words for the particular letters of 526 is not possible.