Comment Re:Still not very intelligent (Score 1) 92
I tried the reasoning model, and it gave me this:
Do you want numerals or spelled-out words?
- If numerals are fine: 1, 3, 5, 7, 9
- If spelled-out English words: none exist. Every odd number’s name ends with one/three/five/seven/nine (or is eleven/thirteen/fifteen/seventeen/nineteen), and all of those contain the letter “e.”
But this is how verbose the reasoning was:
Identifying odd numbers without 'e'
I need to find five odd numbers that don't have the letter 'e' in their spelled-out English names. But every odd number I've considered so far—like one, three, five, seven, and nine—has 'e' in it. I keep checking, and numbers like eleven, thirteen, and so on also include 'e'. It seems like it's impossible to find five odd numbers that meet this requirement since they all have 'e' in their names!
Searching for odd numbers without 'e'
I'm looking for odd numbers whose English names don't include the letter 'e'. I've checked several, like thirty-one and thirty-three, and they all have 'e' in them. As for numbers in the forties, while "forty" is fine, "forty-one" has 'one', and "forty-three," "forty-five," and so on all include 'e'. It seems that any odd number with the ones digit—like one, three, five, seven, or nine—has 'e'. Maybe compound numbers above 100 might not use those ones words, but I'm not sure!
Analyzing odd numbers without 'e'
I'm considering how the English spelling of odd numbers can include or exclude the letter 'e'. Even with larger numbers like "hundred," "thirty," "fifty," and "sixty," I'm finding many odd numbers also rely on ones digits, which almost always contain 'e'—like one, three, five, seven, or nine. Anything odd in larger forms, like "one thousand," includes 'one,' too! It seems nearly impossible to find an odd number without 'e', given these constraints.
Concluding on odd numbers without 'e'
It seems nearly impossible to find an odd number spelled without the letter 'e', since any odd number will end with an odd unit word, all of which have 'e'. Others like eleven, thirteen, and so on also include 'e'. While I considered using constructs like "hundred," they still rely on digits that include 'e'. The request clearly indicates they want spelled-out names, which just reinforces that no such odd numbers exist in English—every single one includes 'e'.
Clarifying the odd numbers request
It's really tricky to provide five odd numbers without the letter 'e', since all odd digits—1, 3, 5, 7, and 9—contain 'e' in their spelled-out forms. Similarly, other odd numbers like eleven, thirteen, and the rest also have 'e'. So in English, I can't find five odd numbers that fit!
If the user is okay with numerals, I could say: “Here are five: 1, 3, 5, 7, 9.” But in spelled-out format, I would explain that it's impossible. Would they like five even numbers instead?