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- On the Euler's theorem on polyhedrons (double metaphor 101)
- (please do take note: this document is not ultimate perfection)
- #######################################################################
- Intro:
- Why it is good to kill all the giants even if their shoulders are comfortable.
- "
- Only a moron would see beauty in Euler on polyhedrons
- What a proud would say so, seeing all or saying so.
- "
- Stupid quote of the day:
- “To understand the universe, you must know the language in which it is written and that is mathematics”
- #######################################################################
- Chapter 0: A proud 'all seeing' boy point of view
- ##########
- The theorem "blabla" then s − a + f = 2.
- Where: s is the number of summit.
- a is the number of vertices.
- f is the number of faces.
- Example for Plato's 5 regular polyhedrons:
- s f a
- ----------------------------
- Tetrahedron 4 4 6
- Hexahedron 8 6 12
- Octahedron 6 8 12
- Dodecahedron 20 12 30
- Icosahedron 12 20 30
- Comment: nice piece of geometry but this is a corruption for thought.
- From the get go, the geometer pretend to be like God "seeing all" <-- full hubris confirmed.
- On a historical note Egyptians were not thinking this way.
- Chapter 1: Introducing limits in perception
- ##########
- Directly following Egyptians;
- The only way to instill self limit, doubt and as a result the superiority of God is to formalize our limits with partial blindness.
- Starting point: the number 3 for the simplicity of it's representation.
- Formalization of the problematic:
- "You are in a room with tree exit points"
- .
- / \
- / \
- / \
- .-------.
- / \ / \
- / \ / \
- / \ / \
- .-------.-------.
- Net of the Tetrahedron
- "You perceive only what's on the ground"
- With this simple axiom, naturally divides the theorem in two parts:
- what you can see with your eyes vs what what is to be seen.
- Problem of the 3:
- Tetrahedron s f a
- --------------------------
- Visible 1 3 3
- Invisible 3 1 3
- --------------------------
- Sum 4 4 6 <-- world famous, moronic science.
- Conceiting the "You are in a room with tree exit points" pb,
- we have to consider tow different ways for exiting the room.
- Hard exit: Visible exits, connected to the same level: the ground.
- Soft exit: Invisible exits, going up or down.
- Problem of the 4:
- Hexahedron s f a
- --------------------------
- Visible 4 1 4
- Invisible 7 5 8
- --------------------------
- Sum 8 6 12
- 'Going higher in dimension' (Octahedron, Dodecahedron, Icosahedron) is not a good idea.
- Ezekiel, the one who saw God's awe with his own 'eyes' is much more interesting.
- Chapter 2: Ezekiel 101
- ##########
- "God sits on a throne, in a middle of a square. On the summit of the square are powerful beings,
- which are also 'wheels': they are the ones interceding for everything below the square level.
- They are wheels within wheels within wheels"
- because they connect to the triangle level !!
- Let's go down !
- Chapter 3: Till the secret of Memphis: the shapelessness
- ##########
- Problem of the 2: "You are on a finite line aka a segment"
- Segment s f a
- --------------------------
- Visible 2 0 1 segment
- Invisible 0 2 1 discus
- --------------------------
- Problem of the 1: "You are on a point"
- Point s f a
- --------------------------
- Visible 1 0 0 point
- Invisible 0 0 1 circle
- --------------------------
- Problem of the 0: "You are not"
- shapelessness s f a
- --------------------------
- Visible 0 0 0 void
- Invisible 1 1 1 seed
- --------------------------
- Intermezzo: 'Look a tree that's seems so nice' (but it's a trap)
- ###########
- An nice, sweet & smooth introduction to hell (tbdl).
- Chapter 4: Tree of life vs 'Tree of life'
- ##########
- Now we have a have description of different level: 4,3,2,1,0
- With these first notions that may be fragile but have a good base,
- we can begin to articulate everything.
- A close inspection of the work of liars give the solution.
- Original: Non operative copy: check gematria or demonology
- https://www.pinterest.com/pin/775674735791884030/
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- .
- .-------. .-------.
- | | | |
- | | | |
- | | | |
- .-------. .-------.
- . .
- / \ / \
- / \ / \
- / \ / \
- .-------. .-------.
- .
- |
- .-------. |
- |
- . .
- ################# #########################
- J 1
- A kind warning:
- I dare u all morons, if you think i'm in full delirium
- do not forget to let me know what website(s) you possess
- and to brag about it's security.
- One way or another, You'll feel the blow. Mark my word.
- One can always choose to embrace the truth in a suave and non harmful way,
- if not interested, god has a plan for that too (do not try, trust me :p ).
- Chapter 5: going higher in dimension: the double metaphor 101
- ##########
- Previous considerations were grounded ones, to reunite what is visible from what isn't we have to go 3D.
- We have to 'close' the forms and 'connect' them.
- Closing the pb of the 3: self evident
- we close the triangle to get the tetrahedron.
- Closing the pb of the 4: tricky
- naturally we would like to close the square in the form of a cube, but that would be an error.
- Doing so would be a lost of meaning (more on that later)
- 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.
- If we represent God by a point this would naturally close the form to give a square based pyramid aka 'a pyramid'
- Uniting the 3 and the 4:
- Having done that there is immediately a problem because there is major disconnection between these representations.
- Maybe that can be fixed by mirroring the forms.
- So to sum up:
- a bi-pyramid (mirrored pyramid regarding it's base)
- a bi-hexaedron (mirrored hexaedron regarding it's base)
- Closing the pb of the 2:
- to close the segment, we have to choose the a triangle
- then a bi-triangle (mirrored triangle regarding it's base)
- Closing the pb of the 1:
- nothing to do, already closed.
- but it is not connected; ok then we'll connect that floor to the next with a circle
- Closing the pb of the 0: the fun part
- On a theological point view this is death, we are 'under the earth'.
- And who's dead and risen ? (i let you figure that out for yourself).
- Dead: no connection between this level and the mortal level
- Risen: we draw a circle with extremities the zero level and the summit of the 4 level
- Ok then, but that's not completely satisfying because only one connection,
- and all there have 2 layer of connections.
- We draw another circle with extremities the zero level and the lower summit of the 2 level
- Chapter 6: Circular reasoning seems annoying
- ##########
- At this point we have 3 forms with straight lines, the higher part of the drawing.
- And bellow, mortals, dead and circles, the lower part of the drawing
- Let's focus on the higher part: what could that be ? A map of your thought.
- 2D point of view:
- quadrivium, trivium, morality
- but the morality part is a weak point: very binary by nature
- Chapter 7: mixing the good and the and together
- ##########
- chapter 8: Dynamic
- ##########
- A bit of sum up: profound patterns appears from geometry after surrounding it's own arrogance.
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