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Author Topic: StarkWare CEO suggests 4% annual Bitcoin inflation  (Read 67 times)
pawel7777 (OP)
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July 10, 2026, 09:32:49 PM
 #1

https://cointelegraph.com/news/starkware-ceo-suggests-4-annual-bitcoin-inflation-to-replace-21m-cap

On Tue, Eli Ben-Sasson, the CEO of StarkWare Industries, an Isreali crypto company, estimated to be worth around a few billion dollars, posted on X the below message which got picked up by some crypto related news portals:

Quote
Capping the supply of Bitcoin at 21M doesn't make sense. Beacuse over time, keys will be lost. In fact, as time goes to infinity, all keys will be lost.

I strongly support a clear monetary policy with an absolute upper bound on the # of Bitcoins in the future. Say, fix a max issuance rate and you get that (a good choice is 4% a year, this is a reasonable upper bound on human population expansion).

This way, you ensure there's enough to go around.

And I'm not even talking about the security problem, looming large on the horizon.

Of course, his opinion can be discarded, and given his company's involvement in the development of ETH, you could question whether any of his advice for Bitcoin is made in good faith, but does he have a point?
It's more of a purely theoretical topic or a thought experiment, but is Bitcoin at any risk of disappearing completely as time goes by (e.g. hundreds of thousands of years from now)?

I think it's true that Bitcoins will always keep disappearing, but, at the same time, I don't think we will ever realistically reach zero.

I see this as being similar to the so-called Race Course paradox, i.e., you travel from point A to point B, you must first travel half the distance. Once there, you must travel half of the remaining distance, and so on. Meaning you will always keep moving, but will never reach point B.

 
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Charles-Tim
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July 11, 2026, 04:51:59 AM
Merited by vapourminer (1)
 #2

Similar thread is already existing

Zcash Co-Inventor: ''Capping the supply of Bitcoin at 21M doesn't make sense"

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July 11, 2026, 07:16:43 AM
Last edit: July 11, 2026, 03:05:07 PM by tromp
 #3

I see this as being similar to the so-called Race Course paradox, i.e., you travel from point A to point B, you must first travel half the distance. Once there, you must travel half of the remaining distance, and so on. Meaning you will always keep moving, but will never reach point B.
Or the simpler Time paradox. For one second of time to pass, first half a second must pass, and then half of the remaining half second must pass, and so on. Meaning you will always keep waiting, but never see one second of time pass.

This lays bare the fallacy: infinitely many consecutive time intervals does not equate forever (much like how Sum 21M/2^i for i>=1 is not uncapped:-).
pawel7777 (OP)
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July 11, 2026, 08:16:23 PM
 #4


Thanks. Was searching the forum for the guy's and his company name so didn't find it.
Locking this one as there's no need for duplicated topics.

 
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