Gnosis

Therefore I contemplated, were we intended to observe a “triangle” of base length 756 units with a height of 480 units?

Accordingly, many a year ago, I delved into the feasible innovative designs that may perhaps be within this 756 by 480 triangle, as a result I drew numerous sketches by the use of my old Technical College paraphernalia, moreover became confident I located the mysterious Heptagon, and much more

Nonetheless, seeing as the advanced computer software taken for granted today, not being accessible at that time, I neglected the sketches, to while away their time, unproven

Subsequently, within GHMB {Graham Hancock website forum}, I observed the painstaking labours of a fellow seeker of truth: Rob Miller, who possesses a noteworthy artistic talent, furthermore perceives a great deal of statistics, moreover, visualizes outside the box as it were, the similar approach as me

We subsequently corresponded furthermore formed a fine affinity exchanging concepts, subsequently I recalled my, cobweb strewn GP triangle sketches, as a result I mentioned these to Rob

The following sketches being the product of my initially hand drawn sketches allied with the first-rate artistic flair with reference to Rob, except for the industrious labour of Rob, the  computer software sketches may perhaps never have been created.

Accordingly I owe him a great deal of appreciation, furthermore the subsequent being a joint venture, via which we both benefited

The GP Triangle

Disregard appellations such as feet, inches, cubits or whatever, we employ “units”

{1} we construct a triangle, base length 756 units, and a height of 480 units, label the base line: A-B, the apex being: C

{2} from the base centre {at 378 units} draw a vertical line to the apex {C}

{3} from the base centre {378} draw a semi-circle, that observably originates at A ending at B

{4} at the point where the semi-circle cuts across the triangle sides {between A-C} label that point: D

&

{5} at the point where the semi-circle cuts across the triangle sides {between B-C} label that point: E

Disregard circles, lines, distances etc, just remember points C…D…C…E not what they are supposed to represent or provide, they are simply points: C to D and C to E

{6} on both sides of the triangle, regard the distance from C to D and C to E as the radius of a circle {although we observe no circle}

Moreover as we observe, the apex being point: C

{7} therefore we require placing the compass on point C, then elongate it to point: D afterward we draw a circle.

{8} Locate the centre points of lines: E-B and D-A, then draw a line from theses points to connect to the base centre

Then locate the centre point of lines: A-D we label this F, and when we locate the centre point of lines B-E, we label this G

It will be seen that these points {F and G} will be the apexes of two miniature pyramids, in other words the distance from the new point F to the base point A is one side of a triangle, the same will apply to the new point G to the base point B

Then draw a perpendicular line from Point G to the main GP triangle base also extend the same perpendicular line so it reaches as a minimum as high as the main GP triangle top, similar with Point F

Then, for example, the now extended perpendicular line formed by points G and F, ought to be the rims of the circles that will eventually contain the heptagons, since points D-E will be the circle centres

So when we draw a horizontal line joining points: D-E and extending this line so that it extends passed the GP triangle base {A-B} this new extended line: D-E, will hit the newly drawn perpendicular lines created from points F and G

The assist of Rob Miller and his excellent creative flair being a fortunate thing regarding the construction of the diagram, nevertheless as stated, we require to fine-tune the measurements; however it ought to be of interest to several, then again perhaps not?