This document provides an overview of the key concepts of Vortex Based Math (VBM). It discusses how VBM can describe all mathematical functions using the digits 1 through 9 and their connections. Properties like doubling, halving, mirroring and reciprocals in multiplication and division are demonstrated. Diagrams show the underlying patterns and relationships between numbers. Family number groups and the roles of 3, 6 and 9 in determining arrangements are also summarized. The document indicates that further research is still needed to more rigorously prove some mappings between rational and irrational numbers in the system.

1. Summary of Vortex Based Math – Part 1
● Vortex Based Math uses single digits 1 through 9
and simple line connections to express the underlying
pattern of the universe (metaphysics and physical).
The source of VBM is inspiration from religious
mysticism (in this case the Baha'i faith).
● It can describe ALL functions of math (including
basic operations, calculus and algebra, etc.)
● In part 1, some properties such as doubling/halving
and mirroring in multiplication were discussed.
● Explained basic properties of the 3-9-6 relation.
Especially explained 3 & 6 oscillations and how 9 is
key/control.
● Showed mirroring property with multiplication table
and powers of 10.
● Finally, illustrated Fibonacci in VBM.

2. Property of Parallel Lines
Every line parallel to 9-3 connection adds up to 3 and
those parallel to 9-6 connection add up to 6. Note that
9-3 and 9-6 also add up to 3 and 6 resp. The 9-3 as
well as 9-6 are flux fields (closest thing is a magnetic
flux), they separate and spread things.

3. Reciprocals
● Reciprocals are a huge and important concept
in math. Number pairs on the VBM symbol are
reciprocals if multiplication on one is dividing by
the other. How to get reciprocals?
● In the Next slide lets start by taking 1 as the
control (1x1=1). Next two connections from 1
are 2 and 5.(2x5=10 → 1). Next ones from
these connections are 4 and 7 (4x7=28 → 1).
And finally we reach 8 (8x8=64 → 1).
● Try this with 2 as control(2x2=4, 1x4=4, 5x8 →
4, 7x7 → 4). So on so forth.

4. Diagram 1 Diagram 2
Diagram 4Diagram 3

5. VBM Numbers and Functions
● The reason for taking a number and doing 1x1,
2x2, etc. is because the underlying energy
activates the numbers.
● In regular math, functions are still (they are
“stationary vector interstices”) and numbers
change around them, in VBM numbers are still,
but functions change around.

6. Reciprocals (Continued)
Example of reciprocals:
● Multiplying by 1, is division by 1 (and this
applies to 8 as well: 1/8=0.125 → 8 [1*8=8], 2/8
= 0.25 → 7 [2*8=16 → 7], 3/8 = 0.375 → 6
[3*8=24 → 6], etc.)
● Multiplying by 2 is division by 5 and vice verca:
1*2=2 and 1/5=0.2 → 2, 2*2=4, 2/5=0.4 → 4,
3*2=6 and 3/5=0.6 → 6, so on so forth.
● But some divisions might result in irrational
numbers, this is taken care of by the following
examples. ** This irrational-rational mapping
needs improvement

7. Reciprocals Sample:Multiplication and
Division by 7
1 2 3 4 5 6 7 8 9
Divided
by7
0.1428
57...
0.2857
14...
0.4285
71....
0.5714
28....
0.7142
85...
0.8571
42...
1 1.1428
56...
1.2857
14...
1 2 3 4 5 6 7 8 9
Mult by
4
4 8 3 7 2 6 28 → 1 5 9
1 2 3 4 5 6 7 8 9
Divided
by4
0.25 →
7
0.5 →
5
0.75 →
3
1 1.25 →
8
1.5 →
6
1.75 →
4
2 2.25 →
9
1 2 3 4 5 6 7 8 9
Mult by
7
7 5 3 1 8 6 4 2 9
The second table starts with1/7 = 0.142857... and it
seems to assume the use of reciprocals and make 1/7
be like 1*4, so 0.142856... → 4. Everything else also
follows: 2/7=2*(1/7 –> 4) = 8, 3/7 = 3*(1/7 → 4) = 3, so
on so forth (a more rigorous proof for mapping between
rational and irrational numbers is needed, anyone?).

8. Division by 9
● Multiplying 9 by any number does not change it;
however, when we divide it by other numbers
interesting things happen:
●
●
● 9/3 and 9/6 is showing how it is that 9 gets divided
in to polar forces we see as magnetism. Bear in
mind that division in the higher world is
multiplication in the physical world.
● Look at 9/9 → 1, it is the only number that goes
between the metaphysical and physical. It
symbolizes the unity and oneness of God.
● Further research is required in to this topic.
9/1 9/2 9/3 9/4 9/5 9/6 9/7 9/8 9/9
9 4.5 →
9
0.75 →
3
2.25 →
9
1.8 →
9
1.5 →
6
9*(1/7
→4) →
9
1.125
→
9
1

9. 3 Family Number Groups
Please look at this 3 family number groups: 1,4,7 and
2,5,8 and 9,3,6. On the VBM symbol these are the
numbers that are triangulated as far as possible.
3/6 are fields and they determine the arrangement of
these family number groups. How? Well, 3 represents
forward motion (an arrow). 6 represents backward
motion (a hexagon). Take 1,4,7: 1+3 = 4, 4+3 = 7,
7+3=1. 1–6 → 4, 4-6 → 7, 7-6=1 (addition is clock-
wise motion on the symbol, subtraction is counter-clock
wise). You can show this with other family number
groups.

10. Vortex Based Mathematics Part II
Based on Randy Powell Video series:
https://www.youtube.com/watch?v=7pvuTZ5u6Kg
Next: Extra/bonus set regarding The Li-8 Group
(one of the latest TED talks on modern
mainstream Quantum physics) has to do with
VBM ( Link to Li 8 Group Video ).