Greek Cotton Duffle Bag

If This Is a Cotton Duffle Bag, Then This Is a Cotton Duffle Bag or it is in fact not a cotton duffle bag.

Let P be the proposition: “This is a cotton duffle bag.”

Then the following statement holds:
(P -> (P v~P) (If P, then P or not P) (If this is a cotton duffle bag, then this is a cotton duffle bag or it is not.) 
Which is a tautology in classical propositional logic.

Therefore, by purchasing this item, you affirm a universally valid truth: if this item is a cotton duffle bag, then indeed, it is a cotton duffle bag. Logically speaking, regardless of whether you do or do not purchase this duffle bag, it may very well be a cotton duffle bag, or it may not be a cotton duffle bag.

This duffle bag is made of cotton if and only if it is made of cotton.
It holds your belongings if it holds your belongings.
And it is what it is—because it is what it is.

No further assumptions are needed.
No contingencies apply.
The truth of this bag is logically inescapable. I don't have time to write a truth table, just buy it.