Cross Language: Lesson III
The
language of the Cross (Cross Language)
Lesson III
Whereas all learned the anterior lesson,
follows the next:
Again we must look at the picture, to observe:
Aries
♈ –
Courage = 1 – Libra ♎ - Temperance = 7
So for sure: 7 – 1 = 6.
And what happens in relation to the other axes?
Please, try! Like for example:
Virgin
♍–
Grace = 12 – Fish ♓ – Love = 6
So for sure: 12 – 6 = 6.
Really! This occurs with all the other.
It
turns out that the number 6 means Love.
So, all the differences in the Existence must
occur due to the Love, or rather, to the number 6. Can stop! That's philosophy.
But not in the class of numerology!
In fact, it's (the number 6) the difference
constant with the harmony. As example, each of the 144, as numbers in the
circle (of the zodiac), show this difference. Furthermore, the 6 is the first
perfect number, mathematically. After the next perfect number (that is 28), the
others are far apart.
Alias, as advance information: This property
serves to another division of names in numerology. This makes it possible to
compare the difference of one name with to another.
For now, follow just other simple examples:
Through this relationship becomes possible
calculating a name in simplest way:
A = 1; B = 2; C = 3; D = 4; E = 5; F = 6; G = 7; H = 8; I = 9; J = 10; K = 11; L = 12; M = 13; N = 14; O = 15; P = 16; Q = 17; R = 18; S = 19; T = 20; U = 21; V = 22; X = 23; Y = 24; W = 25; e Z = 26.
GÉRARD CROISET
G
|
e
|
r
|
a
|
r
|
d
|
7
|
5
|
18
|
1
|
18
|
4
|
Total:
|
53
|
Vowels:
|
6
|
Consonants
|
47
|
C
|
r
|
o
|
i
|
s
|
e
|
t
|
3
|
18
|
15
|
9
|
19
|
5
|
20
|
Total:
|
89
|
Vowels:
|
29
|
Consonants
|
60
|
Gérard: 53 Inexorable
(consonants: 47 Realization; vowels: 6 Love)
Croiset: 89 virtue
(consonants: 60 Component; vowels: 29 Wonderful)
Grand total: 142 Moral
(consonants: 107 Peace; vowels: 35 Opportunity)
Gérard Croiset
Clairvoyant, he had several professions. Years
later, she found his paranormal powers. The Dutch police used their sensory
qualities in the investigation of many criminal cases. he numbers indicate
easily all about this. A wonderful (29) virtue (89)…
Another simple
example:
MARTIN LUTHER KING
M
|
a
|
r
|
t
|
i
|
n
|
13
|
1
|
18
|
20
|
9
|
14
|
Total:
|
75
|
Vowels:
|
10
|
Consonants:
|
65
|
L
|
u
|
t
|
h
|
e
|
r
|
12
|
21
|
20
|
8
|
5
|
18
|
Total:
|
84
|
Vowels:
|
26
|
Consonants:
|
58
|
K
|
i
|
n
|
g
|
11
|
9
|
14
|
7
|
Total:
|
41
|
Vowels:
|
9
|
Consonants:
|
32
|
Martin: 75 Support
(consonants: 65 Decency; vowels:10 Purity)
Luther: 84 healthiness
(consonants: 58 Intimacy; vowels: 26 Congenerous)
King: 41 Distinction
(consonants: 32 Naturalness; vowels: 9 Justice)
Grand total: 56 (200
– 144) Modesty (consonants: 11 (155) Mercy; vowels: 45 Legality)
Martin Luther King
Pastor and leader
(123: Leadership = 65 + 58).
Decided in favor of
not-violence in the struggle against racial segregation.
It demanded that the
protests were made peacefully.
The modest request
(56) of clemency to the law (45).
In a more detailed analysis, the case is
consistent with the numbers.
This knowledge requires a lot of student
dedication.
In this way, one must be armed with the table
with(144 terms) the meaning of the numbers.
Then you have to calculate many cases (names).
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