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From what I've read, M-of-N multisig addresses are possible in bitcoin. But nothing I've read talks about the limits of that (eg I'm not sure if there are limits to M and N) nor whether there are more complex forms of multisig.
For example, something I think I would like to do is have an address that can be spent on in the following conditions:
- Address A signs it, or
- At least 3 of B,C,D,E,F and G sign it and H also signs it
This would allow me to have an address I can use normally that also can be accessed by a number of trusted 3rd parties in the case that Address A gets lost or destroyed. This would be useful to back up your bitcoins by distributing some keys to a number of friends (B,C,D,E,F,G) with an explanatory note and final key in your will (H).
Is this kind of thing at all possible in Bitcoin?
520 bytes is not the limit today with SegWit. – Anonymous – 2017-11-28T13:12:45.373
yup, Pieter has explained it here: https://bitcoin.stackexchange.com/questions/51509/will-segwit-allow-for-m-of-n-multisig-with-very-large-n-and-m?rq=1
– pebwindkraft – 2017-11-28T13:17:06.930and in this case, one could even remove the if/else stuff, and just provide two addresses for "A" and two for "H"... (but watch out for the tx fees, as it grows in size) – pebwindkraft – 2017-11-28T13:19:18.010