The Subtlety Theorem
In the realm of Paradoxical Math, the Subtlety Theorem is a fundamental concept that defies the laws of logic and reason.
It states that any two points in a 2D plane are always subtly adjacent, yet never truly connected.
This theorem has been debated by the greatest minds of Paradoxical Math, but its validity remains unproven.
For those seeking to explore the depths of this theorem, we recommend starting related concepts and real-world applications.
Mathematically, the Subtlety Theorem can be represented as: 
		∀x ∈ ℝ² : ∃y ∈ ℝ² : x ≠ y
Remember, in Paradoxical Math, the line between truth and absurdity is constantly shifting.