S
SoylentGreen
Guest
The forces generated through this intensifying series proposed by the first two principles, the Causal Principle, and Principle of Divergence, must have obtained to a final, critical stage, beyond which they could intensify no further.
The mass of divergent forces, X, and the intensity of the pure, outermost force B (that maintained in its whole or its undifferentiated form a pure relation to A throughout this series) would have obtained to such a degree of divergence, that B must inevitably have split off entirely from this counterforce X. At this final, critical stage, X would therefore not have exerted any counterforce upon B, and it would not have had the power to drawn B back to its originating point following B’s separation from X.
The stage where B and X separated from each other would also have been that stage within this series where B was perfectly equal to the counterforce of X; otherwise, B would not have had enough intensity to separate from X… As a result, X would simply have drawn B back to its originating point, and a following stage of expansion with greater intensity would have ensued.
As long as X and B remained bound together the series would simply have continued, but when this critical stage where B inevitably separated from X, was reached, these forces obtained to an Absolute degree of divergence beyond which they could diverge no further.
What would thus have resulted through the operation of this series is the generation of two equally related, but qualitatively differentiated forces. The one force being a pure, force, with an undifferentiated form =B, and the other, being a mass of separate, more substantial, or material forces =X, distinguished apart from this pure force.
At this critical stage this series was then brought to its end, and at this critical stage B obtained to the state of its Absolute Cause.
The mass of divergent forces, X, and the intensity of the pure, outermost force B (that maintained in its whole or its undifferentiated form a pure relation to A throughout this series) would have obtained to such a degree of divergence, that B must inevitably have split off entirely from this counterforce X. At this final, critical stage, X would therefore not have exerted any counterforce upon B, and it would not have had the power to drawn B back to its originating point following B’s separation from X.
The stage where B and X separated from each other would also have been that stage within this series where B was perfectly equal to the counterforce of X; otherwise, B would not have had enough intensity to separate from X… As a result, X would simply have drawn B back to its originating point, and a following stage of expansion with greater intensity would have ensued.
As long as X and B remained bound together the series would simply have continued, but when this critical stage where B inevitably separated from X, was reached, these forces obtained to an Absolute degree of divergence beyond which they could diverge no further.
What would thus have resulted through the operation of this series is the generation of two equally related, but qualitatively differentiated forces. The one force being a pure, force, with an undifferentiated form =B, and the other, being a mass of separate, more substantial, or material forces =X, distinguished apart from this pure force.
At this critical stage this series was then brought to its end, and at this critical stage B obtained to the state of its Absolute Cause.