Points, Lines & Planes Powerpoint

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knoxbaggett

Introduction ,[object Object],[object Object]

Characteristics of a Point ,[object Object],[object Object],[object Object],[object Object]

Characteristics of Lines ,[object Object],[object Object],[object Object],[object Object]

Lines Line m Line f The intersection of lines m and f create a point. Point T

Characteristics of Planes ,[object Object],[object Object],[object Object],[object Object]

Planes ,[object Object],[object Object],[object Object],Plane R

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This is a detail esoteric analysis of La Divina Commedia trilogy 'compositional structure'. What this means is that simply by analyzing the amount of books (3), chapters (100) and verses (14,233) In La Divina Commedia I was able, over a fourteen year period, to cull out of it a very sophisticated mathematical system, which Dante Alighieri codified to his work. The reason that it took fourteen years to publish this work in 1997, from the start of my researches on April 11, 1983, was because I knew through deep analysis that Dante Alighieri could not have accomplished such an amazing mathematical feat unless he had an overall model in which to guide him and for him to work from. It was this model that I was so certain of, which stay my hand at publication though others insisted on the latter. Finally, I did discovery the model that Dante used and I was able with continuous analysis of the mathematical materials I had previously culled from La Divina Commedia to demonstrate that he did indeed used this 10 x 10 mathematical matrix I had envisaged and developed. In this study there are numerous charts and diagrams to augments this thesis. I originally published this thesis via the Edwin Mellen Press, 1997: THE CONQUEST OF GENESIS: A Study in Universal Creation Mathematics. http://www.williamjohnmeegan.com/

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