The Philosophy of Change 373

Cover The Philosophy of Change 373
The Philosophy of Change 373
Rhodes, Daniel Pomeroy, 1876-
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If T equal the number of kinemas in all time, each cosmoid is realised but once in the space of T kinemas.
The real cosmoid and its successors stray farther from the original cosmic line of £1 with each suc- cessive kinema, and the farther they have strayed from it, the nearer have they approached to its real- isation which takes place once in T kinemas.
The apparent cosmoid, being the smallest portion of an imperishable sub- stance, persists as such through all time; but in no two of the T suc
...cessive kinemas is it found occupy- ing the same position rel- atively to any of the -yr- adjacent cosmoids.
The apparent cosmoid keeps to any cosmic line in which it has been travelling as long as it may, — by virtue of its tendency to get as far away as possible from a recently used cosmoid which contains a menace to its existence. After K 1 every cosmoid keeps to a cosmic line for -^ kinemas, when it encounters a fa- ^''Real^' is obviously a convenient word to use; see last paragraph of this chapter.


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