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1. Geee+Z8[view] [source] 2023-11-18 00:51:05
>>nickru+(OP)
I think I see it now. Speculation following:

They achieved AGI internally, but didn't want OpenAI to have it. All the important people will move to another company, following Sam, and OpenAI is left with nothing more than a rotting GPT.

They planned all this from the start, which is why Sam didn't care about equity or long-term finances. They spent all the money in this one-shot gamble to achieve AGI, which can be reimplemented at another company. Legally it's not IP theft, because it's just code which can be memorized and rewritten.

Sam got himself fired intentionally, which gives him and his followers a plausible cover story for moving to another company and continuing the work there. I'm expecting that all researchers from OpenAI will follow Sam.

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2. sheeps+Ia[view] [source] 2023-11-18 01:00:09
>>Geee+Z8
Interesting view - I, and many others presumably, would really like more insight into the source and nature of this speculation.

I am not dismissing the possibility, far from it. It sounds very plausible. But are there any credible reports to back it up?

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3. Geee+Yb[view] [source] 2023-11-18 01:07:51
>>sheeps+Ia
Speculation means: the forming of a theory or conjecture without firm evidence.

It's just a fun theory, which I think is plausible. It's based on my personal view of how Sam Altman operates, i.e. very smart, very calculative, makes big gambles for the "greater purpose".

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4. sheeps+kc2[view] [source] 2023-11-18 16:20:13
>>Geee+Yb
I believe the comment was edited. The original comment made a mention of “seeing a lot of speculation” (paraphrasing) that piqued my curiosity.

The source of the speculation could further enhance or remove the probability of this being true. For instance, a journalist who covers OpenAI vs. a random tweeter (now X’er?) with no direct connection. It’s a loose application of Bayesian reasoning - where knowing the likelihood of one event (occupation of speculator and their connection to AI) can significantly increase the probability of the other event (the speculation).

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