Hi there, I have to admit, I may be a little bit overly concerned with
this kind of questions. On the other hand I think it may be an
intersting statistics/probability-related question in its own right,
but maybe it is just trivial, so please stop me if you think that
you've heard this one before.

I am just wondering what happens when, from a specific point in time,
you learn a deck that's completely messed up in terms of card ratings
with respect to the "real" familiarity you have with individual cards
(be it because you took it from somebody else and didn't reset the
learning data, be it that you didn't grade the cards properly or for
any other reason). My guess would be that, over time,it converges
asymptotically (although with some lag) to the state of a deck whose
cards have been rated properly, as you will rate those cards that are
initially shown too often as being too simple and vice versa for those
cards that are not presented often enough, so that the initial
difference to the "ideal" state will cancel out over time.

What do you think?
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