Everything that exists down to a point particle within a point particle (a third-ordered point particle) differentiates when you examine these things within the substringular. Phenomena below the stringular level are not kinematic in terms of showing what we would call energy in the globally distinguishable or in the substringular. Each time a string as a globally "stationary" phenomenon reattains its position at the given locant or neighborhood that defines its relative position towards the other strings that comprise its conformally invariant environment, that string has then reiterated. Since everything changes, this includes stringular environments in both the globally distinguishable and the substringular. So even if a string was encoded to return to the same spot after successive iterations, that string may need to adapt and return to a slightly different spot that exists in the neighborhood of the prior iteration. This inevitably happens, since all points iterate within short periods. So, when an object is motionless, and it's temperature is just over 0 Kelvin (-273.15 degrees centigrade), the strings may not vibrate relatively much in the globally distinguishable. The substringular would continue to reiterate at the approximate relative position in so long as there is no additive change in the object. So, when one detects something, the detection takes time. Time involves the differentiation of light. Light involves the Planck Moment. During the Planck Moment, a string is reiterated once within a proximal neighborhood (a relatively local substringular range.) I will conclude Session 14 later. I am trying to convey things starting with ideas that are not overwhelming. If you have any comments or questions, please let me know. Until later, have a fantastic day.
Sincerely,
Samuel David Roach
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