I hope he'll survive until the singularity

Based on only https://www.ssa.gov/oact/STATS/table4c6.html his chance of surviving is 73.3%. Based on this information alone I am conservatively betting NO.

@parhizj your table lists the "probability of dying within one year," but 2023 is almost half over.

@ProratedSeltzer Correct, I thought of this but I didn't bother interpolating because well, honestly, I was too lazy. Here is a naive, linear interpolation: P(Surviving after X=165 days) = 1 - ((-0.266933 / 365) * X + 0.266933) = 0.85373534246. So I should update to YES, as the probability is 85.4%. I used this chart to look up that June 14 (yesterday) was the 165th day of the year:

https://www.scp.byu.edu/docs/doychart.html

Oops: I forgot to bet previously, so now I am betting YES (yay for mistakes)? Interestingly, the market (83%) is already pretty close to this value (85%).

@parhizj Been a while since updating:
1 - ((-0.266933 / 365) * 199 + 0.266933) = 0.87860033424

Increasing YES bet.

@parhizj Selling for liquidity.