>>13140678If you could substitute c for a complex conjugate, then sure, but it's a non sequitiur (sp) because essentially you're asking a question wherein we cannot substitute such things.
And if c = i then you still don't solve that problem by the way. I in the way you are thinking of it is not necessarily the later arbitrary value of i, which will functionally change.
But if you could use a complex conjugate, then that would much easier.
If you set f(z)=z^2 + c to be equivalent to
f(z)=(z^2 +c) - (z^2 + c)
or, alternatively
z could be set to 0 as a function of being at origin point zero and the c could equal c-c, then sure.
But this is an absurdity concerning the semantics of the question, considering that we have to move the trolley. Your answer is that you can never move the trolley if you don't want to kill anyone.
