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Post by Eugene 2.0 on Jan 1, 2019 19:56:35 GMT
A sum of the sums of digits of each numbers on the left equals to the sum on the right side of equation (left = element numbers of the equation; right = the sum of element numbers); Examples:
34 + 45 = 79 159 + 77 = 236 3+4 = 7; 4+5 = 9; 7+9 = 16; 1+5+9 = 15; 7+7 = 14; 2+3+6 = 11; 7 + 9 = 16; 1+5 = 6; 1+4 = 5; 1 + 6 = 7; 1+6=7. 6 + 5 = 11; 1+1 = 2; 1+1 = 2.
A product of the products of digits of each numbers on the left side of the equation equals to the product of digits on the right side of the equation. (a product = a creation).
Examples:
34 x 45 = 1530 19 х 77 = 1463 3х4 = 12; 4х5 = 20; 1х9 = 9; 7х7 = 49; 1х2 = 2; 2х0 = 0; 2х0 = 0; 4х9 = 36; 1х5х3х0 = 0 3х6 = 18; 1х8 = 8; 9х8 = 72; 7х2 = 14; 1х4 = 4; 1х4х6х3 = 72; 7х2 = 14; 1х4 = 4;
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Post by Elizabeth on Jan 1, 2019 20:38:14 GMT
Wow where did you learn this? But yeah math is fun!
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Post by Eugene 2.0 on Jan 1, 2019 21:02:36 GMT
where did you learn this? But yeah math is fun! Probably, you won't believe - I find out it by myself. Lately, I found that it had been known for a long time, and those numbers were called as numerals. Too bad I didn't remember the source of where I got all this. I think that the Numerology grew by exploring such things. And there's something strange with multiplying some numbers, and I ain't sure that I said about multiplying correctly. I didn't take an example with 159x77, because the creation of it doesn't fit to its multipliers. a(1x5x9)xb(7x7)=c(1x2x2x4x3) a. 1x5x9 = 45, 4x5 = 20, 2x0= 0; b. 7x7 = 49, 4x9 = 36, 3x6 = 18, 1x8 = 8; c. 1x2x2x4x3 = 48, 4x8 = 32, 3x2 = 6; a x b = c axb. 0x8 = 0; c. 6. Unfortunately, there's no coincidence. I don't understand this. I think that somewhere I went wrong.
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