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Remove resolved to-do items and change a question into a statement for consistency
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paper/basic_training.tex

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@@ -993,11 +993,8 @@ \subsubsection{Stochastic integrators}
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If dynamics are of interest, the dependence of these properties on the integrator parameters (e.g. friction factor) should be assessed~\cite{Basconi:2013:JChemTheoryComput}.
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\todo[inline, color={yellow!20}]{DLM: I need to review the paragraphing here; some of these are rather long and cover a lot. }
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%\todo[inline, color={green!20}]{JIM: Happy to introduce Trotter decompositions, but is it really necessary? Also, we need to add information on constrained dynamics. Anything else? Needs more details, or just send people to citations?}
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%\todo[inline, color={yellow!20}]{DLM: I don't think necessary to introduce, but in favor of adding citations to useful work/additional resources.}
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\subsubsection{How to choose an appropriate timestep?}
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%\todo[inline, color={yellow!20}]{DLM: Above should be broken into subsubsections for consistency with thermostats/barostats and because a subsection with only one subsubsection doesn't make sense.}
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\subsubsection{Choosing an appropriate timestep}
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The maximum timestep for a molecular dynamics simulation is dependent on the choice of integrator and the assumptions used in the integrator's derivation.
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For the commonly-used second order integrators such as the Verlet and Leapfrog algorithms, the velocities and accelerations should be approximately constant over the timestep.

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