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**#14 The first (6+6) enfolded polygons embody the
superstring structural parameter 336**

As discussed in #12, associated with each set of the first six enfolded polygons are
**168** yods other than their **26** corners. Both sets of polygons have 336
yods other than their **50** corners, each set having 84 blue yods in the square & decagon
and 84 red yods in the triangle, pentagon, hexagon & octagon. This is how the Godnames YAHWEH with number
value **26** and ELOHIM with number value **50** prescribe this holistic,
geometrical object (see p. 4 of Article 4 for how all the Godnames prescribe it). The 1680 circular turns of a
helical whorl of the UPA/subquark state of the E_{8}×E_{8} heterotic superstring wind five
times around its axis of spin. There are therefore 336 turns in one revolution of a whorl and
**168** turns in a half-revolution. Each set of the first six enfolded polygons encodes the
**168** circularly polarized oscillations made by a whorl as it revolves through 180°.
Alternatively, as a circularly polarized oscillation is the result of supposition of two waves vibrating in
perpendicular planes 90° out of phase, each yod other than a corner in one set of polygons can be regarded as a
plane wave in a whorl and its mirror image in the other set can be thought of as a plane wave that vibrates in a
perpendicular plane a quarter-cycle out of phase.

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