An alternating current generator produces a voltage modeled by a periodic square wave of period $T = 2$ seconds, defined as $V(t) = 110$ V for $0 < t < 1$, and $V(t) = -110$ V for $1 < t < 2$. What is the amplitude of the fundamental frequency component (the $n=1$ term in the Fourier series expansion of form $a_n \\cos(n \\pi t) + b_n \\sin(n \\pi t)$)?