Assume you have a sentence where nk verbs v(1), ..., v(nk) should be correlated to n subjects s(1), ..., s(n), and you would like that, for each i = 0, ..., k-1, v(ni+1), ..., v(ni+k) are correlated only to s(i). Can anything in these lines be accomplished by an appropriate use of "or'', "and'', and commas? A concrete example would be as follows:
[...] the obvious advantage of the underlying philosophy is, in fact, that various constructions, or questions, or theorems and conjectures can be conceived and performed, or formulated and answered, or stated and/or proved once and for all, without any need to replicate them in each case as if they were completely unrelated.
Here, the subjects are "constructions", "questions", and "theorems and conjectures", and the corresponding verbs are "conceived" and "performed", "formulated" and "answered", and "stated" and "proved". Does the sentence sound correct? An alternative phrasing would be as follows:
[...] the obvious advantage of the underlying philosophy is, in fact, that various constructions can be conceived and performed, and questions formulated and answered, and theorems and conjectures stated or proved once and for all, without any need to replicate them in each case as if they were completely unrelated.
But for some reason this sounds even more weird to me. Thank you in advance for any help or suggestion.