The Well and Bagua 1 to 8 pairing's of odd to even binary opposites and contracted integers = 9s. Values 1 to 8, 2 to 7, 4 to 5 and 3 to 6 = 8 Trigrams doubled = binary expansion 124875. 1 to 8 opposites all = 9s. Contracted integers = 3 6 9 = in inherent pattern with binary images in 8 Spoke Wheel from Values of Heaven and Earth = 1 to 10 in Ho Tu. Mirrors = 51627384(9)48372615 or 12345678(9)12345678 etc = integer patterns = copyright = Paul Martyn-Smith + see Lee Burton Videos = 26s.
It's interesting to note that the numbers on each side of the 3-6-9 configuration are a permutation of the digits of the reciprocal of the number 7, i.e., 142857...142857. These numbers also sum to 9! (They sum to 27; 2+7 = 9).
It's also interesting to note that the "mirrors," i.e., the numbers on each side of t he 3-6-9 result in the rearrangement of the digits of the reciprocal of the #7, - 142857...
So why not apply the doubling circuit theory to this? Instead of using E N Y? E is 4 I presume, so instead of using E use the (4x2)=8th letter of the alphabet "H". And, do the same for the other letters which may give different combinations for the letter and number 9.
So why not apply the douling circuit theory to this? And use other letters of the alphabet, namley, the 10th, 14th, and 8th? Corresponding to the E,N and Y used. Or, It may be the 1st, 5th and 8th....because of casting out 9's. Either way, something to research maybe....How can this be applied to any fields?
@DexLabb Yah that would be fun to play with. I'll keep the 1, 2, 4, 8, 7, 5, and 396 693 in order and play with other letters for them. Thanks. If you come up with any let me know I'd like to see them.
The Well and Bagua 1 to 8 pairing's of odd to even binary opposites and contracted integers = 9s. Values 1 to 8, 2 to 7, 4 to 5 and 3 to 6 = 8 Trigrams doubled = binary expansion 124875. 1 to 8 opposites all = 9s. Contracted integers = 3 6 9 = in inherent pattern with binary images in 8 Spoke Wheel from Values of Heaven and Earth = 1 to 10 in Ho Tu. Mirrors = 51627384(9)48372615 or 12345678(9)12345678 etc = integer patterns = copyright = Paul Martyn-Smith + see Lee Burton Videos = 26s.
paulmartynsmith 11 months ago
Hey Orslah, and others.
I am from the Netherlands. The word nine translated to Dutch is spelled: negen.
I noticed this while studying the Vortex mathematics and i thought it was significant that the word negen is a mirrored word.
now it is really cool. the letters Y and G are both #7-letters in the alphabet.
orknar 1 year ago
@orknar Hey; Thanks for the info.
ORSLAH 1 year ago
It's interesting to note that the numbers on each side of the 3-6-9 configuration are a permutation of the digits of the reciprocal of the number 7, i.e., 142857...142857. These numbers also sum to 9! (They sum to 27; 2+7 = 9).
bioastrix1 1 year ago
It's also interesting to note that the "mirrors," i.e., the numbers on each side of t he 3-6-9 result in the rearrangement of the digits of the reciprocal of the #7, - 142857...
bioastrix1 1 year ago
So why not apply the doubling circuit theory to this? Instead of using E N Y? E is 4 I presume, so instead of using E use the (4x2)=8th letter of the alphabet "H". And, do the same for the other letters which may give different combinations for the letter and number 9.
DexLabb 1 year ago
So why not apply the douling circuit theory to this? And use other letters of the alphabet, namley, the 10th, 14th, and 8th? Corresponding to the E,N and Y used. Or, It may be the 1st, 5th and 8th....because of casting out 9's. Either way, something to research maybe....How can this be applied to any fields?
DexLabb 1 year ago
@DexLabb Yah that would be fun to play with. I'll keep the 1, 2, 4, 8, 7, 5, and 396 693 in order and play with other letters for them. Thanks. If you come up with any let me know I'd like to see them.
Again Thanks.
ORSLAH 1 year ago