I don't understand why having to use the clues you uncover is considered "hard mode". That's how you solve the thing.
Suppose you get 3 letters correct, but have no idea what the word might be. In hard mode you only get two more guesses for new letters since you have to use the 3 you found. In "easy" mode you could pick 5 new letters, giving you a greater chance to find them. So you might use your first three guesses trying to find all the letters, then the last three trying to unscramble them and figure out where they go. Is that easier? I dunno.I don't understand why having to use the clues you uncover is considered "hard mode". That's how you solve the thing.
Suppose you get 3 letters correct, but have no idea what the word might be. In hard mode you only get two more guesses for new letters since you have to use the 3 you found. In "easy" mode you could pick 5 new letters, giving you a greater chance to find them. So you might use your first three guesses trying to find all the letters, then the last three trying to unscramble them and figure out where they go. Is that easier? I dunno.Originally Posted by JohnRM View Post
I don't understand why having to use the clues you uncover is considered "hard mode". That's how you solve the thing.
Right, and I do think "hard mode" is a poor description.
-ERD50
Well, considering the dude wrote this for GF and family, and not bazillions of people to critique everyday worldwide, I think I can forgive some of the terminology.
I'm below average at word games, but above average at spoiling games with too much analysis
AUDIO
RENTS
GLYPH
I didn't spend too much time on this, but the above 3 words gives me 84.2% coverage. Can anyone think of three words higher than 84%? A puzzle within a puzzle!!
Letter|English Expected
E |0.111607|
A |0.084966|
R |0.075809|
I |0.075448|
O |0.071635|
T |0.069509|
N |0.066544|
S |0.057351|
L |0.054893|
C |0.045388|
U |0.036308|
D |0.033844|
P |0.031671|
M |0.030129|
H |0.030034|
G |0.024705|
B |0.02072|
F |0.018121|
Y |0.017779|
W |0.012899|
K |0.011016|
V |0.010074|
X |0.002902|
Z |0.002722|
J |0.001965|
Q |0.001962|
RAISE perhaps, based on thatSo, based on this reanalysis, "solar" might be a better starting word than "irate"?
Does your first guess actually need to be a word, or can it be random (common) letters?I also got that word today. So that means that everybody is getting the same word.
Now the question is - when does a "day" start.
There are strategies like starting with mostly vowels or with words made from popular letters.
Is it OK to discuss strategies or shall we keep spoilers off this thread ?
Does your first guess actually need to be a word, or can it be random (common) letters?
I'm gonna throw a bit of a curve ball into this analysis, which I've seen replicated elsewhere. My thinking is that since Wordle only uses five-letter words that that would bias these letter frequency statistics somewhat. So, I started with the list of English language words in the "/usr/share/dict/words" file on my Mac (other *nix systems have a similar word list, by the way), which apparently has 235886 words in it, including some proper names. I then extracted just the five-letter words with a simple "egrep" command (I'm kind of a *nix command line guy), made all the letters lower-case, and then eliminated any duplicates (there were a surprising number of those). The resulting list has only 9972 words, some of which are names but those appear to be valid in Wordle, which was convenient. I then whipped up a quick little Python script to count how many times each letter appears in that list and print the results, along with the percentage of the total number of letters in the list (49860, which is 5 times the number of words, as expected). Here's the frequency table I got:
Letter|Count|Frequency
A|5627|0.112856|
E|4801|0.096290|
R|3460|0.069394|
I|3238|0.064942|
O|3237|0.064922|
S|2814|0.056438|
L|2719|0.054533|
N|2691|0.053971|
T|2662|0.053389|
U|2264|0.045407|
C|1792|0.035941|
Y|1789|0.035880|
D|1640|0.032892|
M|1580|0.031689|
H|1550|0.031087|
P|1450|0.029081|
B|1336|0.026795|
G|1261|0.025291|
K|1074|0.021540|
W|740|0.014842|
F|724|0.014521|
V|541|0.010850|
Z|306|0.006137|
X|233|0.004673|
J|233|0.004673|
Q|98|0.001966|
Hope others find this useful, and sorry if it contributes to any analytical spoiling of the game.
There are actually two word lists in Wordle: one is a list of 2,315 words which can appear as answers, and the other is a list of 10,657 rather more obscure words which are allowed as guesses but will never appear as answers.
I'm gonna throw a bit of a curve ball into this analysis, which I've seen replicated elsewhere. My thinking is that since Wordle only uses five-letter words that that would bias these letter frequency statistics somewhat. So, I started with the list of English language words in the "/usr/share/dict/words" file on my Mac (other *nix systems have a similar word list, by the way), which apparently has 235886 words in it, including some proper names. I then extracted just the five-letter words with a simple "egrep" command (I'm kind of a *nix command line guy), made all the letters lower-case, and then eliminated any duplicates (there were a surprising number of those). The resulting list has only 9972 words, some of which are names but those appear to be valid in Wordle, which was convenient. I then whipped up a quick little Python script to count how many times each letter appears in that list and print the results, along with the percentage of the total number of letters in the list (49860, which is 5 times the number of words, as expected). Here's the frequency table I got:
Letter|Count|Frequency
A|5627|0.112856|
E|4801|0.096290|
R|3460|0.069394|
I|3238|0.064942|
O|3237|0.064922|
S|2814|0.056438|
L|2719|0.054533|
N|2691|0.053971|
T|2662|0.053389|
U|2264|0.045407|
C|1792|0.035941|
Y|1789|0.035880|
D|1640|0.032892|
M|1580|0.031689|
H|1550|0.031087|
P|1450|0.029081|
B|1336|0.026795|
G|1261|0.025291|
K|1074|0.021540|
W|740|0.014842|
F|724|0.014521|
V|541|0.010850|
Z|306|0.006137|
X|233|0.004673|
J|233|0.004673|
Q|98|0.001966|
Hope others find this useful, and sorry if it contributes to any analytical spoiling of the game.