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Gary Lee Heinmiller - Onondaga and Oswego Masonic District ...

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Fig. 9.1.4. The Gr<strong>and</strong> Banner of the Royal Arch.<br />

Section II Another View of the Four Veils.<br />

Fig. 9.2.1 . The Four Suits Unified.<br />

Fig. 9.2.2.a-d. The Four Suits.<br />

The Octahedron (see also Thor’s Hammer [q.v.]).<br />

X. Observations on the Triple Tau <strong>and</strong> Variations of the Matrix.<br />

Fig. 10.1. The Triple Tau, Triangle <strong>and</strong> Circle of the R.A.M.<br />

Fig. 10.2. The T. H. of the Early Royal Arch.<br />

Fig. 10.3. The Arch of Bro. Robert H. Brown.<br />

Fig. 10.4. The Triple Tau <strong>and</strong> Symbol of the High Priest in the Astronomical Matrix.<br />

Fig. 10.5. The Broken Triangle <strong>and</strong> Trowel of the Cryptic Degrees in the Matrix.<br />

Fig, 10.6. The Templar Cross of the Knights Templar in the Matrix.<br />

Fig. 10.7. The Teutonic Cross Of the S.G.I.G., 33 o in the Matrix.<br />

Fig. 10.8. The Cube <strong>and</strong> Star of David (Tetrahedron) in the Matrix.<br />

Fig. 10.9. The Square <strong>and</strong> Compasses of the Craft Degrees in the Matrix.<br />

Fig. 10.10. The ‘Christian’ Triple Tau, a variation.<br />

Fig. 10.11. The ‘Platonic’ Triple Tau, a variation.<br />

Fig. 10.12. The .Triple Trowel.’<br />

XI. A Visit to the Sixth Liberal Art.<br />

Fig. 11.1. The Zodiac Wheel.<br />

Seal of the Ancient Gr<strong>and</strong> Lodge.<br />

Taurus.<br />

Leo.<br />

Scorpio (as the Eagle).<br />

Aquarius.<br />

XII.<br />

Spiritus Mundi<br />

Master Mason’s Apron. (PM)<br />

Appendices:<br />

Appendix II<br />

The First Proposition of Euclid.<br />

Appendix III Extract of ‘Timaeus’ from the ‘Dialogues of Plato.’<br />

Fig. AIII.1. The 45 o Isosceles Triangle.<br />

Fig. AIII.2. The Scalene 90 o Triangle.<br />

Fig. AIII.3. The Equilateral Triangle formed from a Double Unit (30, 60, 90 triangle).<br />

Fig. AIII.4. . . . 3 Times the Square of the Lesser Side, proved.<br />

Fig. AIII.5. Triangle with an Hypotenuse Twice the Lesser Side (2:1).<br />

Fig. AIII.6. Two Such Triangle, from Fig. 5., joined at the diagonal.<br />

Fig. AIII.7. Three such joined Triangles, from Fig. 6., conjoined at a Common Center.<br />

Fig. AIII.8. A Tetrahedron.<br />

Fig. AIII.9. An Octahedron.<br />

Fig. AIII.10. An Icosahedron.<br />

Fig. AIII.11a. An Equilateral Quadrangle of with four Isosceles Triangles.<br />

Fig. AIII.11b. A Cube.<br />

9

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