THAT, is just an equation with a parameter that is not defined other than just a number. The question is: how does mining finder efficiency affect a mining claim?
I apologize, but I will play the role of Captain Obvious.
[TT Amp Decay] = 0.2
*Efficiency.
[The price of drop] = [TT Probes/UA]+[TT Amp Decay]+[Finder Decay].
[Regular Claim Size] = Range from 0.9*[The price of drop] to 4.5*[The price of drop]. (This is approximately, as the nuances can intervene, for example, TT value of 1x unite of resource).
This is how effeciency affects the size of mining claim.
The size of multiplier-claims is more fixed than regular ones. For example. The first minimum multiplier is in the X11-13 range. In other words, you will never find a deposit size X5-11 (between the maximum size of regular claim and the minimum multiplier).
Examples for the DSEC L30+ L5 scenario. Ore drop. (For simplicity, I do not take into account finder dacay):
[TT Amp decay] = 0.2*
10 = 2 ped.
[The price of drop] = 2+2 = 4 ped.
[Regular Claim Size] = Range from 0.9*4 to 4.5*4 = Range from 3.6 to 18 ped.
[First (minimum) Multiplier Size] = from 11x4 to 13x4 = from 44 to 52 ped.
I'm not a miner, but sometimes do it.