Please be aware:
1) Using this VERY
STRAITFORWARD method, and a simple name, you have 27 chances at arriving at the
number 666, with any single name. Multiply that by the various combinations of
first, middle or initial, & last name, and whether or not you include a "."
or 1st, etc, you have at least 1377chances. It would be almost surprising if
eventually you were not able to arrive at 666 with any given name.
2) By
using various methods of calculating the numerical values of letters, at some
point it becomes more than likely that you will arrive at -any- desired-
number.
3) There is an actual method whereby a person is assigned a number
in the bible, and the ASCII values of the letters of a persons name IS NOT THAT
METHOD.
4) Here is a short list of methods of calculating a numerical value
for the letters of a name:
All Upper-case
ASCII values
1 with spaces, without numbers
2 with spaces and numbers
3 with spaces and numbers converted to ASCII values
ASCII values without spaces
4 with spaces, without numbers
5 with spaces and numbers
6 with spaces and numbers converted to ASCII values
All Lower-case
ASCII values
7 with spaces, without numbers
8 with spaces and numbers
9 with spaces and numbers converted to ASCII values
ASCII values without spaces
10 with spaces, without numbers
11 with spaces and numbers
12 with spaces and numbers converted to ASCII values
Mixed-Case
ASCII values
13 with spaces, without numbers
14 with spaces and numbers
15 with spaces and numbers converted to ASCII values
ASCII values without spaces
16 with spaces, without numbers
17 with spaces and numbers
18 with spaces and numbers converted to ASCII values
All Upper-case
ANSI values
19 with spaces, without numbers
20 with spaces and numbers
21 with spaces and numbers converted to ASCII values
ANSI values without spaces
22 with spaces, without numbers
23 with spaces and numbers
24 with spaces and numbers converted to ASCII values
All Lower-case
ANSI values
25 with spaces, without numbers
26 with spaces and numbers
27 with spaces and numbers converted to ASCII values
ANSI values without spaces
28 with spaces, without numbers
29 with spaces and numbers
30 with spaces and numbers converted to ASCII values
Mixed-Case
ANSI values
31 with spaces, without numbers
32 with spaces and numbers
33 with spaces and numbers converted to ASCII values
ANSI values without spaces
34 with spaces, without numbers
35 with spaces and numbers
36 with spaces and numbers converted to ASCII values
All Upper-case
EBCDIC values
37 with spaces, without numbers
38 with spaces and numbers
39 with spaces and numbers converted to ASCII values
EBCDIC values without spaces
40 with spaces, without numbers
41 with spaces and numbers
42 with spaces and numbers converted to ASCII values
All Lower-case
EBCDIC values
43 with spaces, without numbers
44 with spaces and numbers
45 with spaces and numbers converted to ASCII values
EBCDIC values without spaces
46 with spaces, without numbers
47 with spaces and numbers
48 with spaces and numbers converted to ASCII values
Mixed-Case
EBCDIC values
49 with spaces, without numbers
50 with spaces and numbers
51 with spaces and numbers converted to ASCII values
EBCDIC values without spaces
52 with spaces, without numbers
53 with spaces and numbers
54 with spaces and numbers converted to ASCII values
55 Numbering the Alphabet from A-Z with the values 1 - 26
56 Numbering the Alphabet from Z-A with the values 1 - 26
57 Numbering the Alphabet from A-Z with the values 1 - 6 (repeating
the numerical
sequence)
58 Numbering the Alphabet from Z-A with the values 1 - 6 (repeating
the numerical
sequence)
59 Numbering the Alphabet from A-Z with the values 1 - 10 (repeatin
g the numerical
sequence)
54 Numbering the Alphabet from Z-A with the values 1 - 10 (repeatin
60 he numerical
sequence)
61 Adding the Roman numeral equivalents
I = 1
V = 5
X = 10
L = 50
C = 100
D = 500
example: Barney the cute purple dinosaur
Extracting the Roman numerals, we get: CVte pVrpLe DInosaVr.
Adding their decimal equivalents we get : 100+5+5+50+500+
1+5 = 666.
example2: Bill Clinton
bILL CLInton
1 + 50 + 50 + 100 + 50 + 1 = 252
there are a couple of variations you can add,
counting J as an I is valid, counting U and W as V is also valid,
so the name Julius could be calculated as:
(61) j u L I u s =
51 L and I only
62 j V L I V s = 61 including U as V
63 J V L I V s =
66 including U and J ( as I )
64 Adding the Greek numeral equivalents
1 alpha 10 iota 100 rho
2 beta 20 kappa 200 sigma
3 gamma 30 lambda 300 tau
4 delta 40 mu 400 upsilon
5 epsilon 50 nu 500 phi
6 stigma/digamma 60 xi 600 chi
7 zeta 70 omicron 700 psi
8 eta 80 pi 800 omega
9 iota 90 koppa 900 sampi
Example: "Latéinos" is Greek for "Latin Kingdom"
30+1+300+5+10+50+70+200 = 666
65 Adding the Hebrew numeral equivalents
66 - 5000
Adding the numeric value in ANY language
Using the name "John Public Doe" i.e. there are 51
unique representation
s of "John Doe" (see list below)
each one with a
specific ASCII and ANSI and EBCDIC (IBM
mainframe values)
so 51 x 24 should produce up to 1224 ASCII values and 1224 ANSI
values as well as
the numeric values for EBCDIC that totals 3672 values.
If at least three of those doesnt come up with 666, I would be
quite surprised.
J
J D
J P D
J P D 1 (anyone can be the 1st if there is not already a "1st")
J P D I. (using "I" instead of "1")
J. D.
J. P. D.
J. P. D. 1.
J. P. D. I.
JOHN
JOHN PUBLIC DOE
JOHN DOE
JOHN DOE 1
JOHN DOE I
JOHN P DOE
JOHN P. DOE
JOHN P DOE 1
JOHN P. DOE 1
JOHN P DOE I
JOHN P. DOE I
j
jd
jpd
jpd1
jpdi
j.d.
d.p.d.
j.p.d.1.
j.p.d.i.
john
john public doe
john doe
john doe 1
john doe i
john p. doe
john p doe
john p doe 1
john p. doe 1
john p doe i
john p. doe i
John
John Public Doe
John Doe
John Doe 1
John Doe I
John P Doe
John P. Doe
John P Doe 1
John P. Doe 1
John P Doe I
John P. Doe I
If you are unable to arrive at 666 using all of these calculations, then you should start using the numerical values from other languages, and there are thousands of those. It is very unlikely that you will find a name that cannot be found to have a numerical value of 666 ( or ANY given number).
Eventually I will create a chart for John Doe here, and find out which one of his names results in 666. Roman Numerals gives him a John pUbLIC Doe 1+5+50+1+100+500 = 657 pretty close for a first try. only IX short, but you get the idea.
All of these values will be between 0 and (usually) not more than 1500 or so. What this means is that any given name (so far) has about a 6 to1 chance ( that means that you should be able to come up with the target 6 times!) of producing the desired 666. In other words, if this were dice, you could roll the dice 36 times to try for a 5 (or any given number from 1 to 6), and you should hit your 5 at least 3 times, if not 6 times.
The only thing that is required to come up with this value is the
ingenuity of the person doing the calculation.
Keep in mind that I have
only done a few minutes work here, and also that I haven't even started on the
"GRID" methods of calculation. I suspect that by the time I am finished, I will
have more than a thousand numerical values I can compute for any one name.