


INTRODUCTION: News Release No.2, Part 1.
reported how a gigantic rectilinear, compartmentalised geoglyph located
in the highlands near Palpa, southern Peru, was designed
and ‘constructed’ incorporating a linear scale of measurement
derived from solsticial and lunar extrema.Here in Part 2 we consider the
spherical trigonometry of the Geometriglyph.
In the absence of a written record we are unlikely to discover if the
Geometriglyph was constructed primarily from a rectilinear form containing
inclusive ‘stone circles’ , or visa versa. We know from News
Release No.3. Zig-Zag Geoglyphs of Nasca that solsticial and lunar
phenomena were converted into a linear geoglyphic configuration, perhaps,
for calendric, ritual or water flow prediction.
The Geometriglyph figural encloses a central, intermediate and outer
inclusive circle.
Without a full site survey there is insufficient information to conduct
an analysis of the two inner circles, however, in the authors opinion,
they might act as a ‘vernier’ in conjunction with the outer
circle to fine tune solsticial and lunar cycles and track celestial targets
like the Pleiades or the planet Venus .
It is,of course, well documented how a primitive society ‘drew’
a ground circle using the peg and cord principle.If the rectilinear form
was created firstly, then the dimensions of the outer circle were already
set, but whichever came first , the rectilinear form, the circle or a
hybrid - begs the question - how did a preliterate society obtain the
knowledge to achieve the essential relationship between the linear form,
the circle and celestial extrema in the correct ( mathematical ) ratios
?
In Part 1, we had already discovered the linear scale of measurement
used to construct the framework , it was logical therefore that some equivalent
‘rod length’ might well be chosen to mark the outer circle
in equi-distant increments .An aerial photograph ( Copyright/ Erich von
Daniken) indicates the outer circle comprises of 66 markers equi-spaced
around its periphery.A simple calculation established that the angular
increments between each set of stones was 5.4545°; this, of course,
is precisely one of the linear units of measurement.
Naturally, therefore, multiples of this unit plot the exact positions
of the 66 ‘Stations’ around the periphery; Viz : Station 1
= 5.45°; Station 2 = 10.9°; Station 3 = 16.35° ; Station 11
= 59.99°; Station 52 = 284°....and so on up to Station 66 = 360°.
Here was evidence that both linear and spherical units of measurement
had a common factor - for which we coined the term: the Celestial Constant
.
The acid test of analytical efficiency, is to test the Geometriglyph
against independent figures taken from a professionally conducted on-site
survey. In this respect we used azimuthal alignment figures tabulated
in Memoirs of the American Philosophical Society ,Vol. 183.
Edited by Professor A.F. Aveni. ( Table 3, Pages 76 - 80 ). Below are
tabulated just a scan of the results to prove the point.
| Station No. |
Angle |
Line Centre |
Line |
Azimuth |
| 1 |
5.45 |
44 |
32 |
5.30 |
| 8 |
43.6 |
35 |
3 |
43.2 |
| 20 |
109 |
35 |
36 |
109.3 |
| 36 |
196.2 |
30 |
2 |
196.04 |
| 38 |
207.1 |
21 |
4 |
207.5 |
| 45 |
245.25 |
44 |
3 |
245.27 |
| 50 |
272.5 |
44 |
6 |
272.16 |
| 58 |
316.1 |
44 |
29 |
316.00 |
| 60 |
327.27 |
44 |
10 |
327.58 |
| 64 |
349.08 |
44 |
15 |
349.07 |
| 66 |
0 |
23 |
4 |
0 |
Almost exact azimuthal pairings were achieved for all 66 Stations with MAPS.
Vol. 183 tabulations. ( Figures quoted to two places of decimals does not
infer mathematical competance but indicates that the constructors of the
Geometriglyph were capable of working to a high degree of accuracy) .
To further check the validity of the ‘Stations’ a comparison
was made with additional documented sources:

a) The Schematic Diagram of the Ceques Lines of Cusco
.( Zuidema R.T. “Native American Astronomy“. ed. A.Aveni (Austin
University of Texas Press, 1977 )
Figure 1 schematic shows just how closely the Geometriglyph
stations mirror the symmetrically disposed Ceques perceived by Professor
R.T.Zuidema.
As a cross-check the Geometriglyph was compared with a “Map
of the Valley of Cusco with some of the Ceques delineated”
( Zuidema 1982b ) . 12 alignments out of a possible 24 projected by Zuidema
were virtually in exact agreement with the Geometriglyph. (Zuidema R.T.,1982b
“Catachillay:The Role of the Pleiades and Southern Cross and Alpha
and Beta Centauri in the Calendar of the Incas” in Ethnoastronomy
and Archaeoastronomy in the American Tropics,ed.A. Aveni and G.Urton.pp
203 - 230. New York. Annals of the New York Academy of Sciences,385.

b) Plan of the Lines of Nasca. (Reiche. Mystery on the
Desert. Self-published. 1968).
The Geometriglyph Station positions were compared with this general plan
of the Nasca Lines produced by Dr Reiche in 1956. Out of a total of over
60 lines , 34 gave exact alignment pairings with Stations on the Geometriglyph.
The remainding lines were not considered viable as test material.
CONCLUSION: There is no doubt in the authors mind that
the Geometriglyph will in time rank as one of the worlds’ most important
geoglyphic structures.Hidden within its gigantic but relatively simplistic
hybrid form resides a storehouse of latent knowledge awaiting the enquiring
mind of the astronomer, the mathematician and, most importantly, the anthropologist.
Part 1 revealed that the preliterate precolumbian populace did indeed
have a linear scale of units. In Part 2 , we discovered that this linear
measuring system was exquisitely manipulated whereby the same unit values
were adapted for spherical trigonometry .
N.D.I.P. research has so far provided substantial evidence
that the Geometriglyph could well have been the mainframe device to co-ordinate
preliminary planning and setting out of both the Nasca Lines complex and
the Ceques of Cusco. In next month’s Part 3 we will explain how
Line Centres ( after Aveni) are, in fact, satellites of the Mainframe
Geometriglyph, each having its own independent function within the Nasca
Lines palimpsest.
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