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  1. On the Euler's theorem on polyhedrons (double metaphor 101)
  2.  
  3. (please do take note: this document is not ultimate perfection)
  4.  
  5. #######################################################################
  6. Intro:
  7.  
  8. Why it is good to kill all the giants even if their shoulders are comfortable.
  9.  
  10. "
  11. Only a moron would see beauty in Euler on polyhedrons
  12. What a proud would say so, seeing all or saying so.
  13. "
  14.  
  15. Stupid quote of the day:
  16. “To understand the universe, you must know the language in which it is written and that is mathematics”
  17.  
  18. #######################################################################
  19.  
  20.  
  21. Chapter 0: A proud 'all seeing' boy point of view
  22. ##########
  23.  
  24. The theorem "blabla" then s − a + f = 2.
  25. Where: s is the number of summit.
  26. a is the number of vertices.
  27. f is the number of faces.
  28.  
  29. Example for Plato's 5 regular polyhedrons:
  30.  
  31. s f a
  32. ----------------------------
  33. Tetrahedron 4 4 6
  34. Hexahedron 8 6 12
  35. Octahedron 6 8 12
  36. Dodecahedron 20 12 30
  37. Icosahedron 12 20 30
  38.  
  39.  
  40. Comment: nice piece of geometry but this is a corruption for thought.
  41. From the get go, the geometer pretend to be like God "seeing all" <-- full hubris confirmed.
  42.  
  43. On a historical note Egyptians were not thinking this way.
  44.  
  45. Chapter 1: Introducing limits in perception
  46. ##########
  47.  
  48. Directly following Egyptians;
  49. The only way to instill self limit, doubt and as a result the superiority of God is to formalize our limits with partial blindness.
  50.  
  51. Starting point: the number 3 for the simplicity of it's representation.
  52.  
  53. Formalization of the problematic:
  54.  
  55. "You are in a room with tree exit points"
  56.  
  57. .
  58. / \
  59. / \
  60. / \
  61. .-------.
  62. / \ / \
  63. / \ / \
  64. / \ / \
  65. .-------.-------.
  66.  
  67. Net of the Tetrahedron
  68.  
  69. "You perceive only what's on the ground"
  70.  
  71. With this simple axiom, naturally divides the theorem in two parts:
  72. what you can see with your eyes vs what what is to be seen.
  73.  
  74. Problem of the 3:
  75. Tetrahedron s f a
  76. --------------------------
  77. Visible 1 3 3
  78. Invisible 3 1 3
  79. --------------------------
  80. Sum 4 4 6 <-- world famous, moronic science.
  81.  
  82. Conceiting the "You are in a room with tree exit points" pb,
  83. we have to consider tow different ways for exiting the room.
  84.  
  85. Hard exit: Visible exits, connected to the same level: the ground.
  86. Soft exit: Invisible exits, going up or down.
  87.  
  88. Problem of the 4:
  89. Hexahedron s f a
  90. --------------------------
  91. Visible 4 1 4
  92. Invisible 7 5 8
  93. --------------------------
  94. Sum 8 6 12
  95.  
  96. 'Going higher in dimension' (Octahedron, Dodecahedron, Icosahedron) is not a good idea.
  97. Ezekiel, the one who saw God's awe with his own 'eyes' is much more interesting.
  98.  
  99.  
  100. Chapter 2: Ezekiel 101
  101. ##########
  102.  
  103. "God sits on a throne, in a middle of a square. On the summit of the square are powerful beings,
  104. which are also 'wheels': they are the ones interceding for everything below the square level.
  105. They are wheels within wheels within wheels"
  106.  
  107. because they connect to the triangle level !!
  108.  
  109. Let's go down !
  110.  
  111. Chapter 3: Till the secret of Memphis: the shapelessness
  112. ##########
  113.  
  114. Problem of the 2: "You are on a finite line aka a segment"
  115. Segment s f a
  116. --------------------------
  117. Visible 2 0 1 segment
  118. Invisible 0 2 1 discus
  119. --------------------------
  120.  
  121.  
  122. Problem of the 1: "You are on a point"
  123. Point s f a
  124. --------------------------
  125. Visible 1 0 0 point
  126. Invisible 0 0 1 circle
  127. --------------------------
  128.  
  129. Problem of the 0: "You are not"
  130. shapelessness s f a
  131. --------------------------
  132. Visible 0 0 0 void
  133. Invisible 1 1 1 seed
  134. --------------------------
  135.  
  136.  
  137. Intermezzo: 'Look a tree that's seems so nice' (but it's a trap)
  138. ###########
  139.  
  140. An nice, sweet & smooth introduction to hell (tbdl).
  141.  
  142.  
  143. Chapter 4: Tree of life vs 'Tree of life'
  144. ##########
  145.  
  146. Now we have a have description of different level: 4,3,2,1,0
  147. With these first notions that may be fragile but have a good base,
  148. we can begin to articulate everything.
  149.  
  150. A close inspection of the work of liars give the solution.
  151.  
  152.  
  153. Original: Non operative copy: check gematria or demonology
  154. https://www.pinterest.com/pin/775674735791884030/
  155.  
  156. . .-------.
  157. / \ \ /
  158. / \ \ /
  159. / \ \ /
  160. .-------. .
  161.  
  162.  
  163. ######################### #################
  164. .
  165.  
  166. .-------. .-------.
  167. | | | |
  168. | | | |
  169. | | | |
  170. .-------. .-------.
  171.  
  172. . .
  173. / \ / \
  174. / \ / \
  175. / \ / \
  176. .-------. .-------.
  177.  
  178. .
  179. |
  180. .-------. |
  181. |
  182. . .
  183.  
  184.  
  185.  
  186. ################# #########################
  187.  
  188. J 1
  189.  
  190. A kind warning:
  191. I dare u all morons, if you think i'm in full delirium
  192. do not forget to let me know what website(s) you possess
  193. and to brag about it's security.
  194.  
  195. One way or another, You'll feel the blow. Mark my word.
  196.  
  197. One can always choose to embrace the truth in a suave and non harmful way,
  198. if not interested, god has a plan for that too (do not try, trust me :p ).
  199.  
  200.  
  201. Chapter 5: going higher in dimension: the double metaphor 101
  202. ##########
  203.  
  204. Previous considerations were grounded ones, to reunite what is visible from what isn't we have to go 3D.
  205. We have to 'close' the forms and 'connect' them.
  206.  
  207. Closing the pb of the 3: self evident
  208. we close the triangle to get the tetrahedron.
  209.  
  210. Closing the pb of the 4: tricky
  211. naturally we would like to close the square in the form of a cube, but that would be an error.
  212. Doing so would be a lost of meaning (more on that later)
  213. We have a choice to do here: let's continue to follow Ezekiel, only one thing sit on the square: God and it's throne.
  214. If we represent God by a point this would naturally close the form to give a square based pyramid aka 'a pyramid'
  215.  
  216. Uniting the 3 and the 4:
  217. Having done that there is immediately a problem because there is major disconnection between these representations.
  218. Maybe that can be fixed by mirroring the forms.
  219.  
  220. So to sum up:
  221. a bi-pyramid (mirrored pyramid regarding it's base)
  222. a bi-hexaedron (mirrored hexaedron regarding it's base)
  223.  
  224. Closing the pb of the 2:
  225. to close the segment, we have to choose the a triangle
  226. then a bi-triangle (mirrored triangle regarding it's base)
  227.  
  228. Closing the pb of the 1:
  229. nothing to do, already closed.
  230. but it is not connected; ok then we'll connect that floor to the next with a circle
  231.  
  232. Closing the pb of the 0: the fun part
  233. On a theological point view this is death, we are 'under the earth'.
  234. And who's dead and risen ? (i let you figure that out for yourself).
  235. Dead: no connection between this level and the mortal level
  236. Risen: we draw a circle with extremities the zero level and the summit of the 4 level
  237.  
  238. Ok then, but that's not completely satisfying because only one connection,
  239. and all there have 2 layer of connections.
  240. We draw another circle with extremities the zero level and the lower summit of the 2 level
  241.  
  242.  
  243. Chapter 6: Circular reasoning seems annoying
  244. ##########
  245.  
  246. At this point we have 3 forms with straight lines, the higher part of the drawing.
  247. And bellow, mortals, dead and circles, the lower part of the drawing
  248.  
  249. Let's focus on the higher part: what could that be ? A map of your thought.
  250.  
  251. 2D point of view:
  252. quadrivium, trivium, morality
  253. but the morality part is a weak point: very binary by nature
  254.  
  255.  
  256. Chapter 7: mixing the good and the and together
  257. ##########
  258.  
  259.  
  260.  
  261. chapter 8: Dynamic
  262. ##########
  263.  
  264. A bit of sum up: profound patterns appears from geometry after surrounding it's own arrogance.
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