concordant harmony

An equation or balance between two or more centers of concordance or harmony.
An equation of forces, states, conditions or wavefunctions.

"If the sympathetic condition of any physical organism carries a positive flow of 80 per cent on its whole combination, and a negative one of 20 per cent., it is the medium of perfect assimilation to one of the same ratio, if it is distributed under the same conditions to the mass of the other. If two masses of metal, of any shape whatever, are brought under perfect assimilation, to one another, their unition, when brought into contact, will be instant. If we live in a sympathetic field we become sympathetic, and a tendency from the abnormal to the normal presents itself by an evolution of a purely sympathetic flow towards its attractive centres. It is only under these conditions that differentiation can be broken up, and a pure equation established. The only condition under which equation can never be established is when a differential disaster has taken place, of 66 2/3 against the 100 pure, taking the full volume as one. If the 66 2/3 or even 100 exists in one organ alone, and the surrounding ones are normal, then a condition can be easily brought about to establish the concordant harmony or equation to that organ. It is as rare to find a negative condition of 66 2/3 against the volume of the whole cerebral mass, as it is to find a coincident between differentiation; or, more plainly, between two individuals under a state of negative influence. Under this new system it is as possible to induce negations alike as it is to induce positives alike." [Keely - Cure of Disease]

See Also

concordant tenuity
equation of forces
Figure 8.7 - Varying Degrees of Chordal Harmony and Discord
Kepler Theory of Harmony
Law of Harmony
Sympathetic Concordants
Sympathetic Equation
7B.02 - Three Forces in Harmony
9.9 - Sympathy or Harmony Between Harmonics or Overtones
14.23 - Harmony Rules the Universe

Created by Dale Pond. Last Modification: Tuesday November 29, 2022 04:12:57 MST by Dale Pond.