lol the same way we implement all of the reduced precision fp8, fp4 types today: by storing them in the corresponding uint:
Balanced ternary fp is not a reduced precision type of binary fp: https://arxiv.org/abs/2512.10964
>Unlike their binary counterparts, posits and takums, tekums simultaneously accommodate both ∞ and NaR, while retaining the simplicity of negation by flipping the underlying trit string. Perhaps most strikingly, tekums enable rounding by truncation, a property that eradicates at a stroke some notorious problems of rounding in binary arithmetic: double rounding errors, cascading carries in hardware, and the attendant inefficiencies.
> Balanced ternary fp is not a reduced precision type of binary fp
Yes I can read very well - can you?
> ... by storing them in the corresponding uint