Accelerating to the inevitable.

p(d00m) is the probability of very bad outcomes (e.g. human extinction) as a result of AI

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P(d00m) = 0 hat product image (1)

P(d00m) = 0 hat product image (2)

P(d00m) = 0 hat

P(d00m) = 0 product image (1)

P(d00m) = 0 product image (2)

P(d00m) = 0

P(d00m) = 0.0001 hat product image (1)

P(d00m) = 0.0001 hat product image (2)

P(d00m) = 0.0001 hat

P(d00m) = 0.0001 product image (1)

P(d00m) = 0.0001 product image (2)

P(d00m) = 0.0001

P(d00m) = 0.1 hat product image (1)

P(d00m) = 0.1 hat product image (2)

P(d00m) = 0.1 hat

P(d00m) = 0.1 product image (1)

P(d00m) = 0.1 product image (2)

P(d00m) = 0.1

P(d00m) = 0.2 hat product image (1)

P(d00m) = 0.2 hat product image (2)

P(d00m) = 0.2 hat

P(d00m) = 0.2 product image (1)

P(d00m) = 0.2 product image (2)

P(d00m) = 0.2

P(d00m) = 0.3 hat product image (1)

P(d00m) = 0.3 hat product image (2)

P(d00m) = 0.3 hat

P(d00m) = 0.3 product image (1)

P(d00m) = 0.3 product image (2)

P(d00m) = 0.3

P(d00m) = 0.4 hat product image (1)

P(d00m) = 0.4 hat product image (2)

P(d00m) = 0.4 hat

P(d00m) = 0.4 product image (1)

P(d00m) = 0.4 product image (2)

P(d00m) = 0.4

P(d00m) = 0.5 hat product image (1)

P(d00m) = 0.5 hat product image (2)

P(d00m) = 0.5 hat

P(d00m) = 0.5 product image (1)

P(d00m) = 0.5 product image (2)

P(d00m) = 0.5

P(d00m) = 0.6 hat product image (1)

P(d00m) = 0.6 hat product image (2)

P(d00m) = 0.6 hat

P(d00m) = 0.6 product image (1)

P(d00m) = 0.6 product image (2)

P(d00m) = 0.6

P(d00m) = 0.69 hat product image (1)

P(d00m) = 0.69 hat product image (2)

P(d00m) = 0.69 hat

P(d00m) = 0.69 product image (1)

P(d00m) = 0.69 product image (2)

P(d00m) = 0.69

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