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This might be compared to asking, in F=mA, "if F includes the sum of
electrical, gravitational, etc forces and only their (vector) sum matters
for calculating A, why the partitioning?" Of course it is because this
partitioning is our way of enabling the calculation of that sum, but the
resulting A wouldn't care if you used a different partitioning (taxonomy
of F) so long as you applied the same vector sum.