Okay, I definitely buy that. It makes sense to add a duration (timedelta in Python) to a time, but not to add times to one another.
This is venturing off topic, but if you really wanted to, you could define addition for times in terms of timedeltas. It makes sense to subtract times and get a timedelta, so you could define addition as the subtraction with signed times and signed timedeltas. So, since `time(today) - time(yesterday) = timedelta(1 day)`, we could say that `time(today) + time(yesterday) = -timedelta(1 day)` and `time(today) - -time(yesterday) = timedelta(1 day)`. It's a bit strange to define the notion of a signed time object, but it could work.
This is venturing off topic, but if you really wanted to, you could define addition for times in terms of timedeltas. It makes sense to subtract times and get a timedelta, so you could define addition as the subtraction with signed times and signed timedeltas. So, since `time(today) - time(yesterday) = timedelta(1 day)`, we could say that `time(today) + time(yesterday) = -timedelta(1 day)` and `time(today) - -time(yesterday) = timedelta(1 day)`. It's a bit strange to define the notion of a signed time object, but it could work.