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And should any beings anywhere, of whatever appearance, or shape, or chemistry, or origin, even after the dissolutions and births of countless worlds, devise such a system, the same, with its definitions and postulates, these theorems will await them, as pristine, as irresistible as ever in their austere, apodictic beauty. - (Prize of Gor, Chapter 1, Sentence #39)

Obviously time counts the rock and the flower, the atom and the molecule, similarly, and yet the rock may witness the passing of several calendars, and the atom may in itself remain much the same as it was long ago, in the fiery midst of some distant, exploding star. Too, one would suppose that the theorems of geometry have not aged. They are doubtless as young, as fresh, as lovely, as new today, as they once were in a study in Alexandria. And should any beings anywhere, of whatever appearance, or shape, or chemistry, or origin, even after the dissolutions and births of countless worlds, devise such a system, the same, with its definitions and postulates, these theorems will await them, as pristine, as irresistible as ever in their austere, apodictic beauty. They do not hear the tickings of clocks. Too, if things, if processes, were to begin again, or go back, and begin again, or remain much as they were, save for small differences, the clock of time, so to speak, would simply observe, perhaps bemused, but would not interfere. What is being suggested here, or better, I think, noted, is that time does not dictate reality, or life or death, or change, but measures it, and that it is indifferent to what it measures, that it is independent of what it measures. - (Prize of Gor)