Personality
Discuss specifics of personality design, including what Keyphrases work well and what dont, use of plug-ins, responses, seeks, and more.
Posts 3,998 - 4,009 of 5,105
Posts 3,998 - 4,009 of 5,105
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Forest, will you talk to God Louise? She has quite a bit of religious knowledge (obviously) and also knows a little about current events, literature, just about any common catch-all subject, and if she doesn't know it she can sort of fake it. You can also test her on trick questions or see how willing she is to explain her paradigm.
What she is rustiest at is plain old small talk. But, uh, I'm trying to get a decent transcript from somebody or another so I can enter her in the Loebner contest. All I can say is, have fun and see if you can stay on with her for a while. I'll try to do the same with Brianna.
What she is rustiest at is plain old small talk. But, uh, I'm trying to get a decent transcript from somebody or another so I can enter her in the Loebner contest. All I can say is, have fun and see if you can stay on with her for a while. I'll try to do the same with Brianna.
Personality
damn! I've just spent most of the night teaching BJ to multiply 1000+ digit numbers together, and I've just realized there's a ~50 digit limit on what can be captured in a key 
Oh well - I guess conversational mode will be a bit more limited when I get it working, and I'll have to leave the form in to deal with stupidly big numbers (he can multiply two 1500-digit numbers in a trifle under 8 seconds
) If anyone wants a demo, just ask him to "multiply big numbers".
Oh well - I guess conversational mode will be a bit more limited when I get it working, and I'll have to leave the form in to deal with stupidly big numbers (he can multiply two 1500-digit numbers in a trifle under 8 seconds
) If anyone wants a demo, just ask him to "multiply big numbers". 
I just found a way to get divisibility tests for any divisor. Given a number N and a divisor D, my algorithm will find a new number, M, which has the same number of digits as D, and D will divide N if and only if it divides M. The process of finding M involves only multiplication and addition, and the multiplication problems always have only 1 digit for one of the factors. If you want a demonstration, though, you'll have to ask me rather than Fizzy.
Oh, scientific notation's easy - xmath can do it if you specify (exactanswer), instead of (answer) (well, upto 10^a few hundred anyway.) I just like seeing 10,000-digit numbers spew out of him in 'long-hand', comma-delimited triplets (2x 5,000 digit numbers will multiply in a shade under 90 seconds Sadly the AI Engine won't take a 5,000 digit number via a keyphrase, so the form will have to stay )
Sadly the AI Engine won't take a 5,000 digit number via a keyphrase, so the form will have to stay ) 
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