I'm going to have to draw this out for you if you can't seem to see the flaw in your logic.
First lets make a cheesy equation and detail out the variables.
Variables
[A] = To a fee of any typeIn an intial fee listing system, the fees are obviously applied first. Meaning [A] will come before [B].
[B] = To the sold value of your item, if its not sold the value = 0
[C] = The sum of the two values
[A]+[B] = [C]In your system, a "Relisting Fee', the [A] variable is applied after [B].
[B]+[A] = [C]So now, lets give the variables values, specifically for when we aren't able to sell our items and need to relist.
Therefore:[A] = -1 gilInitial Listing Fee:
[B] = 0 gil
[A]+[B] = [C]Relisting Fee:
[-1]+[0]=[-1]
[B]+[A] = [C]In both equations, we draw the same value for [C]. We aren't seeing a difference. We swap [A] and [B] around but we get the same END VALUE.
[0]+[-1] =[-1]
Therefore, we can ask the same questions for a relisting fee and they will be the same answers as an initial listing fee.
Who can't afford the initial listing fees/relisting fees?
The people with less money.
Who gets cornered in markets that have initial fees/relisting fees?
The people with less money.
Who can afford initial fees/relisting fees?
The people with more money.
Please rethink about what you said.
