>Next, we need to consider what happens to initial conditions which
      begin farther from the fixed points.  If we think of the dynamics of the
      system as a flow on the $x$-axis, then we know that anytime $\dot{x} > 0$,
      the flow is moving to the right, and $\dot{x} < 0$, the flow is moving to
      the left.  If we further annotate our graph with arrows indicating the
      direction of the flow, then the entire (long-term) system behavior becomes
      clear:</p>

      <figure> <img width="7