Okay, really don't know where to put this, but I wanted to share this before I forgot what I was doing. IT's more related to Mathematics than
science, but I'm sure there is a science behind it.
I couldn't get to sleep so I was laying* counting numbers, and then a neat pattern developed that I was sure was just coincidence, until I started to
try and* break it, and I came to the conclusion that it is indeed a pattern and not a coincidence, and I'm sure there is a really simple explanation
for it but as I'm so tired I can't figure it out. So here is the pattern:
Every whole number greater than the number nine, when adding the two numbers separately, and then subtracting them by the original number, and then
adding the sum of those up = 9. Take any number, any whole number you want above nine and using this formula you always go back to the number 9. I
will take a random bunch of numbers and illustrate from off the top of my head, this is what I've been doing for the past two hours:
10 1+0=1 10-1= 9
15 1+5=6 15-6=9
21 2+1=3 21-3=18 8+1=9
53 5+3=8 53-8=45 4+5=9
87 8+7=15 87-15=72 7+2=9
109 1+9=10 109-10=99 9+9=18 8+1=9
125 1+2+5=8 125-8=117 1+1+7=9
238 2+3+8=13 238-13=225 2+2+5=9
553 5+5+3=13 553-13=540 5+4=9
887 8+8+7=23 887-23=864 8+6+4=18 8+1=9
1005 1+5=6 1005-6=999 9+9+9=27 2+7=9
1115 1+1+1+5=8 1115-8=1107 1+1+7=9
etc.
So, that's it. I'm sure there is really simple reason behind this but using the above formula you will always get the root number 9.
edit on
9-11-2010 by Calender because: to replace the word sitting with laying, and add the words "try and"