Monads continued

Since there is only one output variable, z, and all functions are monadic, at any given time at most one variable in the computation under a free interpretation can contain a value which ultimately affects the final output value. Since P is free, all paths are execution sequences under scane free interpretation. Thus if we concentrate on just the contents of that register which we believe will ultinately be transferred to z, and ignore other values, we cannot be trapped into following a "tad" path. If v is our "guessed" variable and we have stored the current value of v, that suffices. All continuations of the current path must be valid (consistent). 

The atoms in the systems which we call molecules must be considered to be continually in motion.. .. A planetary motion seems not admissible the movement must be of such a kind that all the atoms forming the system retain the same relative arrangement.. . . The simple atoms of the system approach each other in what may be considered a straight line and rebound as elastic bodies.. . . Valency is the number of contacts experienced by one atom on the part of other atoms in unit time. In the same time that the monad atoms of a diatomic molecule strike each other, the dyad atoms of a diatomic molecule come into contact with each other twice, the temperature in both cases being the same. In a molecule consisting of one dyad and two monads, the number of contacts. .. is two for the dyad and one for each monad atom. 

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