"the cosmos" (i.e. Natura Naturata) exists (vide Einstein re: Spinoza) but only exists non-necessarily (i.e. contingently) — 180 Proof
No. All contingent existence is illusory. If you don't want to interpret Spinoza as contradicting himself, you must acknowledge this.
To see why, here is a challenge, an argument based on textual evidence. I use only three "premises", if you wish (although not in a strict logical form).
1) In Part I of Ethics, Spinoza explicitly asserts in its definition that a mode is "IN ANOTHER" ("By mode I understand the affections of a substance, or that which is in another through which it is also conceived.)
2) In the same definition, he also asserts that a mode is conceived through that "another" (so it depends on it notionally).
Thus, supposing that that "another" is substance (via its attributes), it means that all modes (if they
existed) 1. would be IN the substance 2. They would DEPEND on the substance notionally.
By notional dependence I mean that modes cannot be understood without understanding what the substance is (i.e. without understanding the attributes that form its essence).
3) BUT Spinoza must deny that modes inhere in the substance ("are in another") as parts in a whole. Why? Because, if they would, then substance would have parts. But Spinoza demonstrates that no substance can have finite parts. (Ethics, Part I, Prop XIII.)
Let me recap the main points: All Modes would be 1) "IN the substance", 2) would "DEPEND on the substance notionally" and yet they would 3) NOT be parts of the substance.
And here's the challenge: explain the following situation, preferably by giving an example of something (let us call it X) and another thing (let us call it Y) that meets all the three requirements below (of course, substituting "mode" for X and "substance" for Y would beg the question):
1) X is in Y.
2) X depends notionally on Y (X cannot be understood without reference to what Y is).
3) X is not a part of Y.
To me, this is sheer conceptual confusion. Yet, 1), 2) and 3) should be true of all finite modes if they existed. So you better admit that no finite modes exist, on pain of contradiction.