Sentence that consists of identical words [duplicate]

Question

I recently read this:

Buffalo Buffalo Buffalo Buffalo Buffalo Buffalo Buffalo Buffalo

It deploys the fact that "Buffalo" has different meanings:

1. The animal buffalo.
2. To buffalo somebody, e.g. bully them.
3. A proper noun.

Furthermore, the plural form of "Buffalo₁" can be just "Buffalo". This sentence means: (subscript corresponds to the No. of meaning)

Buffalo₃ Buffalo_{1 (pl.)} Buffalo₃ Buffalo_{1 (pl.)} Buffalo₂ Buffalo₂ Buffalo₃ Buffalo_{1 (pl.)}

i.e. Some buffalos from the place of Buffalo, who were bullied by some other buffalos also from the place of Buffalo, were to bully other buffalos again from the place of Buffalo!

Feeling shocked of how unpleasant the buffalos from Buffalo were, I came up with an idea: can we create a sentence like this, as long as possible? Capitalization problems can be ignored, since THEY CAN BE BYPASSED BY ALL-CAPS! But trailing -s, -ing, etc. are better left out.

Any idea? :)

This is quite related to this one, but not exactly the same: that question said:

With that background, the goal of this question is to create a sentence made up of the most different homonyms of the same word. This is not a challenge to find the longest sentence consisting of one word.

While mine is to find the longest sentence consisting of one word. :)

Answer 1

Well it is actually true that

Any sentence only containing an arbitrary number of "Buffalo" is grammatical and interpretable. This was shown in Sweet Reason: A Field Guide to Modern Logic by Tim Tymoczko and Jim Henle. See here

Example

Take 11 Buffalo

Buffalo Buffalo Buffalo Buffalo Buffalo Buffalo Buffalo Buffalo Buffalo Buffalo Buffalo

interpreted as "Those Buffalo from Buffalo which Buffalo from Buffalo Buffalo themselves Buffalo other Buffalo from Buffalo which Buffalo from Buffalo Buffalo."