MANIFOLD
When will exponential time horizon growth break?
4
Ṁ1.2kṀ114
2038
October 23, 2031
8%
2026
9%
2027
9%
2028
10%
2029
10%
2030
10%
2031
9%
2032
9%
2033
9%
2034
9%
2035
8%
Later than 2035

METR AI time horizon scores have been doubling every 7 months for a while now. I will give slightly more leeway by only requiring an average of 8 months per doubling over the course of 3 doublings. A date will resolve yes if no AI model exists with an 80% time horizon greater than 8x the best released model at that date two years after that date.

For example, Claude Opus 4.6 has a METR 80% time horizon of 63 minutes and was released in Feb 2026. If by February 2028 there is no model with an 80% METR time horizon of more than 63*8 = 504 minutes, this market will resolve to 2026.

If METR doesn't exist anymore, I will try to find an equivalently trustworthy source (not one sponsored/owned by the companies whose models they test) with a similar measurement.

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The ability to measure time horizon growth will break first.

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