1 result for (book:tes9 AND session:449 AND stemmed:principl)
[... 17 paragraphs ...]
The minus principle can be multiplied forever. There is no constant. Herein is the fallacy. (Pause.) The answer then to one of your questions lies here.
[... 33 paragraphs ...]
The ground rules are different, even pi, magnified to unknown degrees, having a function aside from the main one. A little known principle of utmost importance.
The significance of the quadrants has never been clearly understood—there are powers working on the numbers beyond those that you know. (Fast pace.) The unrelated functions bear strong relation (Jane asked me to read this phrase back), to the underlying principles upon which the basic theories of malfunction are formed. Malfunction being the inability of a number in a particular equation to perform its usual service.
[... 1 paragraph ...]
To offset this, regard again (puzzled expression), the full nature of your integers and remember their relation to the factor known as p. Underscoring this is the problem of cohesives. The unifying nature (pause) underlying the principle of P S I (spelled) group together in a conciliatory fashion. You will find that marvelous aptitude (pause), of the psi factor beneath. The seemingly erratic nature(s) of the integers then join. The beauty of it lies precisely in the fashion that the merging numbers (integers) meet. (Jane said to put the word integers in parentheses, since she wasn’t sure of what word to use there.)
[... 17 paragraphs ...]