Speaking of Marko Rodin's work, several years ago I began exploring the possibility that the English language and our Latin-derived alphabet might be "encoded" to correspond with the base 10 numbering system. The work is all presented at
www.secretofnine.com. The website is quite old now and there are a lot my ideas on it that I no longer think hold enough merit to be seriously considered. One of these days I'll get around to updating it.
But I digress... Back to Rodin and what I found in my work (
which is basically a form of gematria based on our current alphabet and the English language) that correlated with Rodin's work; i.e., the
3-6-9 and
1-2-4-5-7-8 phenomenon. I'll present it here. I know this is pretty "out there" stuff and there are people on this forum who are a lot smarter than I am so be kind when you flame me.
Below is the series of numbers 1 through 9 when the alphabet is used to convert those numbers into word form (or what I call "alphanumbers" for the sake of convenience).
Take the series of numbers,
1 thru
9.
Assign to each number (shown in parentheses) its English language equivalent:
(1)ONE, (2)TWO, (3)THREE, (4)FOUR, (5)FIVE, (6)SIX, (7)SEVEN, (8)EIGHT, (9)NINE. RESULTING PATTERN: The words divide equally into three color-coded groups catagorized by the number of letters in each word;
3-letters,
4-letters,
5-letters:
Group 1 (3-letters) consists of:
ONE, TWO, SIX Group 2 (4-letters) consists of:
FOUR, FIVE, NINE Group 3 (5-letters) consists of:
THREE, SEVEN, EIGHT The following is the series "ONE" through "NINE" laid out in consecutive order, with the Groups identified by color:
ONE, TWO, THREE, FOUR, FIVE, SIX, SEVEN, EIGHT, NINE NOTE: It is interesting to see there is even a pattern to the "gaps" found within the "groups" when they are laid out in consecutive order as shown immediately above. Here's what I mean: ONE, TWO, THREE, FOUR, FIVE, SIX, SEVEN, EIGHT, NINE • Each Group contains one
Gap. (e.g., the Gap in
Group 1 is between
TWO and
SIX)
• Each Gap consists of
3 alphanumbers (e.g., the alphanumbers
THREE,
FOUR,
FIVE fill the Gap in
Group-1)
Let's identify the Gaps as:
•
Gap-1 (consisting of the alphanumbers
THREE, FOUR, FIVE)
•
Gap-2 (consisting of the alphanumbers
FOUR, FIVE, SIX)
•
Gap-3 (consisting of the alphanumbers
SIX, SEVEN, EIGHT)
Again, the following is the series "ONE" through "NINE" laid out in consecutive order, with the Groups identified by color:
ONE, TWO, THREE, FOUR, FIVE, SIX, SEVEN, EIGHT, NINE Using the color coding it is easy to see the
Gaps. For example, the Gap in
Group 1 comes between the
TWO and the
SIX. We have identified that Gap as "
Gap-1" (consisting of the alphanumbers
THREE, FOUR, FIVE). Similarly, the gap in
Group 2 comes between the
FIVE and the
NINE. We have identified that Gap as "
Gap-3" (consisting of the alphanumbers
SIX, SEVEN, EIGHT). Finally, the Gap in
Group 3 comes between the
THREE, and the
SEVEN. We have identified that Gap as "Gap-2" (consisting of the alphanumbers
FOUR, FIVE, SIX).
PATTERN: Regarding the Group/Gap patterns noted above, we have noted yet another pattern within those. We have shown that each
Group consists of
3 alphanumbers. Then we have shown that the consecutive order of the alphanumbers in each group is interrupted by a
Gap.
Now notice that within each
Group, while all three alphanumbers are in
numerical order from smaller to larger (e.g.,
Group 1 consists of:
ONE,
TWO,
SIX) two of the alphanumbers are
Consecutive Without Interruption (CWI). For example:
• In
Group 1 (
ONE,
TWO,
SIX) the two CWI are
ONE,
TWO.
• In
Group 2 (
FOUR,
FIVE,
NINE) the two CWI are
FOUR,
FIVE.
• In
Group 3 (
THREE,
SEVEN,
EIGHT) the two CWI are
SEVEN,
EIGHT.
Now, regarding the
Gaps, it is interesting to note that in each
Group the Gap falls
only between the CWI and the
third character of the Group. In any group of 3 objects there are only two empty spaces; they are between objects 1 and 2 , and between objects 2 and 3. In other words, the two empty spaces are only located on either side of the central object. In our case here there is, in a sense, a "program" built into the system which will not allow the Gap in any Group to fall between the two alphanumbers which are CWI. It occurred to me that if our base series of 1 through 9 were considered, by way of analogy, to be an organic system, this
Group/Gap pattern could be considered analogous to a portion of the system's DNA structure. If this Group/Gap pattern were to be altered in any way, the entire system would fall apart.
MARKO RODIN: A researcher named Marko Rodin (Marco Rodin's Toroid Sunflower Map (doubling+3, 9, 6, etc. gap sequence
http://shaka.com/~kalepa/dblcirct.gif) has made an interesting discovery. It has to do with the method of "cross-adding" multidigit numbers, such as 26 for example, to reduce them to a single digit. In the case of our example we see 26 reduces to 8 by adding the 2 to the 6. Rodin showed that a repeating pattern of numbers is derived by the method in the cross addition of the powers of two (1, 2, 4, 8, etc.). The repeating pattern is::
1, 2, 4, 8, 7, 5. This pattern continues indefinitely. If we continued from the 5, we'd end up with 1 again, since doubling the 5 equals 10 and 1+0=1. Double the 1 is 2, and so on.
(If you didn't follow this, each number in this series is twice the number just before it. The 7 comes from 8+8=16, then cross-adding the two digits of the number 16: 1+6=7. The 5 comes from 7+7=14, then 1+4=5)
Notice that the numbers
3,
6, and
9 are missing. The missing numbers are what Rodin calls a
"gap space" pattern, related to the torus spiral, the shape of which is governed by the Fibonacci sequence. It just happens that in my discovery of the alphanumeric patterns shown above, we find the exact same series,
1, 2, 4, 8, 7, 5, except that they are in
alpha-form (i.e.,
ONE, TWO, FOUR, FIVE, SEVEN, EIGHT) and in a different sequence. Notice the exact same
3-6-9 gap spacing. That is to say, the "alpha-numbers"
THREE,
SIX, and
NINE are missing. Can this possibly be mere coincidence? If not, then what connections are in play here?
Could this be more evidence to suggest that our "reality" is programed and that the programing extends into our alphabets and language systems?
And just to make it even a little more interesting, here's another "coincidence":
0+1+2+3+4+5+6+7+8+9 =
45 (4+5 =
9)
Now, using the simple serial code of A=1 through Z=26 we find this:
ZERO=64=10=
1 (i.e., 1+0=1)
ONE=34=
7 (i.e., 3+4=7)
TWO=58=13=
4THREE=56=11=
2FOUR=60=
6FIVE=42=
6SIX=52=
7SEVEN=65=11=
2EIGHT=49=13=
4NINE=42=
6 1+
7+
4+
2+
6+
6+
7+
2+
4+
6 =
45 (4+5 =
9)
Gary Val Tenuta
Author of The Ezekiel Code
