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fixed tense
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paper/basic_training.tex

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@@ -183,7 +183,6 @@ \subsubsection{Key concepts}
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Due to the high frequency of the O-H vibrations, accurately treating water classically would require solving the equations of motion with a very small timestep (commonly 1 fs).
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Thus, for computational efficiency water is often instead treated as a rigid body to allow a larger timestep (often double the length).
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Keeping specified objects rigid in a simulation involves applying holonomic constraints, where the rigidity is defined by imposing a minimal set of fixed bond lengths and angles through iterative procedures during the numerical integration of the equation of motion (see Section~\ref{sec:integrators} for more on constraints and integrators).
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% HM: I commented out the following line because it doesn't provide new knowledge and feels out of place (deleted sentence: ``It is important to understand the concept of point particles, rigid bodies and constraints.'') Hopefully we will be emphasizing this later as this knowledge is conveyed).
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Classical mechanics has several mathematical formulations, namely the Newtonian, Hamiltonian and Lagrangian formulations.
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These formulations are physically equivalent, but for certain applications one formulation can be more appropriate than the other.

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