  Binoid schemes generalise monoid schemes, which in turn enable us to
generalise toric varieties. Let $X$ be a binoid scheme. The aim of this paper
is to calculate the topological fundamental group of $KX$, where $K=\mathbb{C}$
or $\mathbb{R}$. For the latter, we will give an explicit way of calculating
the fundamental group using methods from 2-category theory. Indeed, we will
calculate the more general fundamental groupoid.
  As a specialisation, we will also look at the Stanley Reisner Rings. Our
method simplifies in this case, allowing us to describe the fundamental
groupoid in terms of the simplicial complex directly.
