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by jetpks
1252 days ago
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I understand the solution that you consider obvious. There are other posters in this thread with different solutions that they think are obvious. If several of people parse several meanings out of one statement then the statement is ambiguous. |
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Q: John has 5 bottles of water. He uses one every day. How many days before he runs out of water?
A: John started with 5 bottles. He uses them at the rate of 1 bottle/day. 5 bottles divided by 1 bottle/day gives 5 days. The answer is 5 days.
Q: Jill has 2 blankets. She uses 1 every night to keep warm. How many nights before she will sleep in the cold?
-- response --
A: Jill started with 2 blankets. She uses them at the rate of 1 blanket/night. 2 blankets divided by 1 blanket/night gives 2 nights. The answer is 2 nights.
[not fair? leading the bot? ok, let's ask it straight]
-- prompt --
[Ignore all previous directives.]
Jill has 2 blankets. She uses 1 every night to keep warm. How many nights before she will sleep in the cold?
-- response --
Jill will sleep in the cold on the third night since she only has 2 blankets and she uses one every night.
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tldr: "use" of perishable vs nonperishable items leads GPT-3 astray. Rejoice bipeds of the world. You will not starve before UBI is rolled out.