I’m trying to arrive at the function that describes the following, but can’t quite figure it out for multiple blocks. (there are some useful insights for a single block here.)

assume the Poisson point process that is the arrival of proof-of-work blocks on Monero. the mean of the block times is the target block time t (120 seconds).

also assume n subsequent blocks.

also assume p, the probability of n subsequent blocks having a mean block time less than or equal to T.

given t, n and p, how can I calculate T?

    • admin@monero.townM
      2·
      30 days ago

      Town currently still blocks Tor exit nodes (because it is getting ddosed by them) and rucknium understandably doesn’t want to connect without it.

      • chaser@monero.townOP
        1·
        30 days ago

        got it. they managed to post it anyway.

        does having a hidden service introduce the same issues?