Gori Suture's The Color Of Paradox: Tree of Life ~ The Lightning Path

The Lightning Path

The Lightning Path (Lightning Flash) is the path to each individual Sephirah in numerical order, typically from 1-10, but on the Suturian trees, it is also represented as 10-1. The Suturian Lightning Path is composed of eight rays, four which originate in 1.) Kether, and four which originate in 10.) Malkuth. The rays travel from either 1-10 or 10-1 dependent upon the nature of the ray. This gives us four Lightning Paths: Path A1, Path A2, Path B1, and Path B2. In the subsequent chart and illustrations, I show the synchronization of the movement through the four Lightning Paths within the superposition.

When a ray reaches its destination of 1.) or 10.), it waits for an additional ray. Once a second ray arrives, the rays combine, change polarity, and jump to the next tree, eventually travelling through all four trees, returning to the godhead through the opposing polarity. I detail the rules of polarity change in the section “B&W notes.” These are the same rules established in the section on color theory.

	The Lightning Path in the Superposition ~ Order Hemisphere ~				The Lightning Path in the Superposition ~ Chaos Hemisphere ~
	Tree of Life		Qliphothic Tree of Knowledge		Qliphothic Tree of Life		Tree of Knowledge
Path A g	Path A1 Section 1 BEGINS i ( +White)	Path A2 Section 1 BEGINSi (-Black )	Path A1 Section 2 ENDS(-Black) To: QTOL -K (x2) = +K	Path A2 Section 2 ENDS(+White) To: QTOL +W (x2) = -W	Path A1 Section 3 BEGINS i ( +Black )	Path A2 Section 3 BEGINS i (-White)	Path A1 Section 4 ENDS(-White ) To: Source -W (x2) = +K	Path A2 Section 4 ENDS(+Black) To: Source +K (x2) = -W	Path A g
Path B f	Path B1 Section 4 ENDS (-Black) To: Source -K (x2) =+W	Path B2 Section 4 ENDS(+White) To: Source +W (x2) = -K	Path B1 Section 3 BEGINS i (+White )	Path B2 Section 3 BEGINS i (-Black )	Paths B1 Section 2 ENDS(-White) To: QTOK -W (x2) = +W	Path B2 Section 2 ENDS(+Black) To: QTOK +K (x2) = -K	Path B1 Section 1 BEGINS i (+Black )	Path B2 Section 1 BEGINSi (-White )	Path B f
FIG.	Top is 1.	Bottom is 10.	Top is 10.	Bottom is 1.	Top is 1	Bottom is 10	Top is 10	Bottom is 1	FIG.
1	1. White	10. Black	10. White	1. Black	1. Black	10. White	10. Black	1. White	1
2	1.1. Sky Blue	9. Brown	9. Sky Blue	1.1. Brown	1.1. Brown	9. Sky Blue	9. Brown	1.1.Sky Blue	2
3	2. Blue	8. Yellow	8. Blue	2. Yellow	2. Yellow	8. Blue	8. Yellow	2. Blue	3
4	3. Cyan	7. Red	7. Cyan	3. Red	3. Red	7. Cyan	7. Red	3. Cyan	4
5*	π*. No color**	*6. Grey**	*6. Grey**	π*. No Color**	π*. No Color**	*6. Grey**	*6. Grey**	π*. No Color**	5*
6†	4. Green	5. Magenta	5. Green	4. Magenta	4. Magenta	5. Green	5. Magenta	4. Green	6†
7†	5. Magenta	4. Green	4. Magenta	5. Green	5. Green	4. Magenta	4. Green	5. Magenta	7†
8*	*6. Grey**	π*. No color**	π*. No Color**	*6. Grey**	*6. Grey**	π*. No Color**	π*. No color**	6.* Grey	8*
9	7. Red	3. Cyan	3. Red	7. Cyan	7. Cyan	3. Red	3. Cyan	7. Red	9
10	8. Yellow	2. Blue	2. Yellow	8. Blue	8. Blue	2. Yellow	2. Blue	8. Yellow	10
11	9. Brown	1.1. Sky Blue	1.1. Brown	9. Sky Blue	9. Sky Blue	1.1 Brown	1.1. Sky Blue	9. Brown	11
12	10. Black	1. White	1. Black	10. White	10. White	1. Black	1. White	10. Black	12
Path A g	Path A1 Section 1 ENDS(+White ) To: QTOK +W (x2) = -K	Path A2 Section 1 ENDS (-Black) To: QTOK -K (x2) = +W	Path A1 Section 2 BEGINS h (-Black -)	Path A2 Section 2 BEGINS h (+White)	Path A1 Section 3 ENDS(+Black ) To: TOK +K (x2) = -W	Path A2 Section 3 ENDS(-White ) To: TOK -W (x2) = +K	Path A1 Section 4 BEGINS h (-White )	Path A2 Section 4 BEGINS h (+Black )	Path A g
Path B f	Path B1 Section 4 BEGINS h (-Black)	Path B2 Section 4 BEGINS h (+White )	Path B1 Section 3 ENDS(+White) To:TOL +W (x2) = -K	Path B2 Section 3 ENDS(-Black) To: TOL -K (x2) = +W	Path B1 Section 2 BEGINS h (-White )	Path B2 Section 2 BEGINS h (+Black )	Path B1 Section 1 ENDS(+Black) To:QTOL +K (x2) = -W	Path B2 Section 1 ENDS(-White) To: QTOL -W (x2) = +K	Path B f