Let's say you want to insure against rouge superintelligence, and handwave all those pesky methodological issues like "who enforces it", "everyone being dead" and "money not being a thing when everyone is dead". How much does the insurance company risk?
First, let's try combining the statistical value of a human life ($13.2m), Bostrom's estimate of the number of lives the future could support (10^43 - 10^58) to give you a value of the future lives as between $1.32 × 10^50 (132 quindecillion) and $1.32 × 10^65 ($132 quattuordecillion). This is a fairly big number! For reference, all earth's wealth (land, human capital, physical objects, IP, etc) is perhaps 610 trillion, or around 0.0000000000000000000000000000000046% of the wealth we would need even for the lower estimate (add 000000000000000 in the middle for the upper estimate).
Maybe we can make it better by including the biosphere? By some methodologies which I imagine must be nearly as questionable as the one we just used, a bunch of environmentalists estimate the value of parts of earth, for example "the atmosphere" is apparently worth $10.8 quadrillion, "oceans" - $3.6 quadrillion, "Ice Caps" - $400 trillion. All together, if you take these wild conversions to dollars at face value, you get about $33 quadrillion. That's a start! only missing by 33-48 OOMs.
Let's see what we can do to bridge that.... hey, let's throw in the literal market value of the entire planet, separated into elements. Playing around with the prices of elements in a spreadsheet gets us about... $83,007,042,231,737,000,000,000 (a little over eighty-three sextillion, 10^21).[1] Still missing by a bunch of OOMs...
... and if we're doing that, then it's only fair to include the market prices of the rest of the lightcone's elements and ho boy are those not going to be on a fun scale.
1. ^
Earth's elements as market prices
ElementValue % valueRubidium$ 38,641,500,000,000,000,000,000.00 46.552074%Silicon$ 13,278,700,000,