thanks for the great insight.

I always thought that the quantity theory of money would fail to deal with the store of value function of money (or hodling) assuming that money is always neutral.

You seem to have a deeper understanding of that - so I have a few questions:

1.) I think that bitcoins function as a store value will for quite a long time be more important than its usage (even though being interdependent). Can you give more insight regarding factor T? Or provide a good (academic) article regarding that factor in this particular kind of analysis in QTM?

2.) It is obvious that the price is hugely driven by speculation - but given todays market capitalization (~5 Billion) we could say that it shows (no one knows if this is really possible on methodological level) that we give it a 1 % chance to get 1 % of the trade and store of value of the world economy (500 Billion). or do I misunderstand that?

3.) I always have the assumption that we as economist fail when time comes into play . But you tried to give some insight regarding that, when you say that you do not think that it will be an overnight ride to the moon and assume that it takes a decade. But let us simply assume that perception regarding bitcoin changes due to some factors. At question 2 we had a 1% chance at todays prices to reach 1% of the world market. for simplification let us assume we change to a 10% chance. Don't you think that prices would climb much faster, even given the same or nearly the same velocity?

4.) given your formula. Do you think it is possible to fill it with numbers, to give us a speculation free price of bitcoin - I think I do not completely get your factor t and how to use it.