if we consider a=1, b=2, a+b equals 3 or 4 these things represent concepts in the real world if we transfer arithmetic to the real world, the constraints aren’t within the rules of the system anymore, they’re within the systems and behaviors of counted items for example, combining two items with makes 4 only if the items interact in a way to mutate their quantity in ways that don’t correlate with conventional arithmetic you could force this to happen by crafting or finding an object that replicates when combined, using an intangible system like something with lenses and light, working with subatomic particles that obey different rules, or monitoring a system and taking action such that different rules are consistently applied in it where is the bound? what is relevant rather than exotic? where is the logical bound?