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Earlier Norman posted a bit on Gann Square and I got totally
lost!!!! The reason why is simple -- the concept is so simple
noone should get lost.
I had to put it into a spreadsheet and do the calculations to
see what it meant.
If you too wondered (or am I the only one who finds simple things
totally overwhelm me cause I been looking at complex things too
long) then maybe the following will help.
>From Sq root Prior # Square
Norm Post <- numb Plus 1 <-column
875.00 29.58039892 29.58039892 875.00 As Norman said.
Take square root
816.84 28.58041287 28.58039892 816.84 of 875 (29.5804)
add a value of 1
760.67 27.58024655 27.58039892 760.68 Square that value
to get next value
706.52 26.58044394 26.58039892 706.52 on square ! ! !
654.36 25.58046129 25.58039892 654.36 I had one hell
of a time figuring
24.58039892 604.20 this out. Maybe
because it is
23.58039892 556.04 so simple.
22.58039892 509.87
21.58039892 465.71
20.58039892 423.55
19.58039892 383.39
18.58039892 345.23
17.58039892 309.07
Clyde Lee
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Clyde Lee Chairman/CEO (Home of SwingMachine)
SYTECH Corporation email: <clydelee@xxxxxxx>
7910 Westglen, Suite 105 Work: (713) 783-9540
Houston, TX 77063 Fax: (713) 783-1092
SM available at: ftp://intrepid.com/pub/clyde
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