"In analyzing this triple union in its vibratory philosophy, I find the highest order of perfection in this assimilative action of Nature. The whole condition is atomic, and is the introductory one which has an affinity for terrestrial centres, uniting magnetically with the Polar stream, in other words, uniting with the Polar stream by neutral affinity. The magnetic or electric forces of the earth are thus kept in stable equilibrium by this triune force, and the chords of this force may be expressed as 1st, the dominant, 2nd, the harmonic, and 3rd, the enharmonic. The value of each is, one to the other, in the rates of figures, true thirds. Eb, - transmissive chord or dominant; Ab - harmonic; Abb - enharmonic. The unition of the two

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**prime thirds**is so rapid, when the negative and the positive conditions reach a certain range of vibratory motion, as to be compared to an explosion. During this action the positive electric stream is liberated, and immediately seeks its neutral terrestrial centre, or centre of highest attraction." [True Science]See Also

**antagonistic thirds****celestial thirds****clustered thirds****Figure 11.01 - Octave composed of Equal Thirds and Triads****Harmonic Thirds****negative thirds****Part 14 - Keelys Mysterious Thirds Sixths and Ninths****prime****prime conductors****Prime Fraction Equivalent****prime mover****Prime Neutral Center****Prime Numbers****Prime Third****sympathetic thirds****Table 1 - Relations of Thirds****Table 1 - Relations of Thirds see also****Table 14.01 - All phrases in HyperVibes containing the term thirds****Table 14.02 - Neutral Thirds - Energy Radiates from Center - Force Contracts to Center****thirds****two prime conductors****two-thirds of one-third****12.07 - Keelys Thirds Sixths and Ninths****13.28 - Differentiating Thirds****14.04 - Thirds as Currents****14.05 - Thirds as Differentiations****14.07 - Thirds in Magnetic Action****14.08 - Thirds as Assimilatives****14.10 - Thirds as Ratios within a Whole****14.28 - Thirds as Polar and Depolar Parameters****16.08 - Polar Link in Thirds**