simplify, formatting
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@ -536,16 +536,16 @@ only one value, e.g. bond force. This value is returned by the
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fragment in the pre-reaction template. The fragment must contain
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exactly two atoms, corresponding to the atoms involved in the bond
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whose value should be calculated. An example of a constraint that uses
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the force experienced by a bond in the reaction site is provided
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below. The 'rxnsum' and 'rxnave' functions operate over the atoms in a
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given reaction site, and have one mandatory argument and one optional
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argument. The mandatory argument is the identifier for an atom-style
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variable. The second, optional argument is the name of a molecule
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fragment in the pre-reaction template, and can be used to operate over
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a subset of atoms in the reaction site. The 'rxnsum' function sums the
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atom-style variable over the reaction site, while the 'rxnave' returns
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the average value. For example, a constraint on the total potential
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energy of atoms involved in the reaction can be imposed as follows:
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the force experienced by a bond is provided below. The 'rxnsum' and
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'rxnave' functions operate over the atoms in a given reaction site,
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and have one mandatory argument and one optional argument. The
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mandatory argument is the identifier for an atom-style variable. The
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second, optional argument is the name of a molecule fragment in the
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pre-reaction template, and can be used to operate over a subset of
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atoms in the reaction site. The 'rxnsum' function sums the atom-style
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variable over the reaction site, while the 'rxnave' returns the
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average value. For example, a constraint on the total potential energy
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of atoms involved in the reaction can be imposed as follows:
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.. code-block:: LAMMPS
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@ -578,7 +578,7 @@ Arrhenius constraint that depends on the bond force of a specific bond:
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# in Constraints section of map file
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custom "exp(-(v_E_a-rxnbond(c_bondforce,bond1frag))/(2/3*rxnsum(v_ke)*v_natoms)) < random(0,1,12345)"
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custom "exp(-(v_E_a-rxnbond(c_bondforce,bond1frag))/(2/3\*rxnsum(v_ke)\*v_natoms)) < random(0,1,12345)"
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By using an inequality and the 'random(x,y,z)' function, the left-hand
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side can be interpreted as the probability of the reaction occurring,
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