Oddbean new post about login | logout Very well done! Yes, there 10 4 letter words and 2 three letter words:) What I have provided are the first 4 or 3 letters of each word.
OH! It is 10 4's and 2 3's? My short list just got WAYYYY shorter to 139 words.
If there are 10, 4 letter words and 2, 3 letter words. How come the last 12 word is mother??? What I'm not understanding here?
They are truncated, you only need the first 4 letters of BIP-39 seed words:)
Oh that's right 💡
Hmm... But still, if I extracted all the words which have these specified characters as their first 3-4 characters I get 602 words which gives me 3 nonillion combinations (3*10^30) even if we have a clue word for the last word. I call this #uncypherable with a decent home computer I wander how others get to such lower number of words?
It was here :) nostr:nevent1qqstzxutfyjylvkaukgwuyt4kl8ht3m2z2x8czq2uw7aen662zu45sqpr9mhxue69uhhyetvv9ujumn0wd68yct5dyhxxmmd9upzpknx6csaqkah5ltycxklur4xggw20kmq6yyfekvtqmx0e5829mtcqvzqqqqqqykra5nw
Ah yes sorry I could have worded that better, although I did say first 4 in second sentence https://i.nostr.build/roZe2.jpg
My original words are about a method: 1. among the 2048 words in BIP-39, cut the first 4 letters out first 2. delete all the words containing these 10 letters, leaving only about 600 candidate words. 3. to uniquely express 12 seed words, each taking the first 4 letters requires 48 letters. Only 46 are given here, so there are 2 words that are 3 letters long, and there are 10 words are 4 letters in length. 4. run a letter counting program for random combinations of 12 words on the compiled 600-length word list It's hard to understand from these words that all seed words longer than 4 letters are excluded, right?
Ah yes sorry I could have worded that better, although I did say first 4 in second sentence https://i.nostr.build/roZe2.jpg
My original words are about a method: 1. among the 2048 words in BIP-39, cut the first 4 letters out first 2. delete all the words containing these 10 letters, leaving only about 600 candidate words. 3. to uniquely express 12 seed words, each taking the first 4 letters requires 48 letters. Only 46 are given here, so there are 2 words that are 3 letters long, and there are 10 words are 4 letters in length. 4. run a letter counting program for random combinations of 12 words on the compiled 600-length word list It's hard to understand from these words that all seed words longer than 4 letters are excluded, right?
