# Why is this lattice modular?

I'm reading Stanley's Enumerative Combinatorics, and he says every lattice with at most six elements is modular. But what about the lattice below on the right? If $x,y$ are the two elements at the penultimate level, it seems $x\vee y :> x,y$ but $x \wedge y \not<: x,y$. What am I missing?

Edit: Never mind, he said every semimodular lattice with $\leq 6$ elements is modular.

Edit: Never mind, he said every semimodular lattice with $\ge 6$ elements is modular.