magic squares or something like that

Reply #6

tntea — Sat, 07 Aug 2004 16:09:43 GMT

BTW Thanks for being so HELPFUL...

Reply #5

tntea — Sat, 07 Aug 2004 16:09:03 GMT

Last night's number was 223 for TN 2 9 47 5 36 1 8 Would I use only the 9 4 7 5 to make pairs?or do I include the 6 1 8 ? Sorry I am lost here..

Reply #4

007Girl — Sat, 07 Aug 2004 15:22:38 GMT

that 3 next to the 8 should be green

Reply #3

007Girl — Sat, 07 Aug 2004 15:20:00 GMT

NEB hey can this also work for doubles?By the way I have found an interesting pattern for VA using your system on the pick four, I've been trying to come up with a way to use Sal's stacker system but I was having a problem picking the numbers myself, combined with your system, numbers seem to stick together and off to the sides. let me show you here.0231 was the first winning pick 4 number.8307 was the second winning pic 4 number.Still just testing on paper before applying any money but I though... [ More ]

Reply #2

NBey6 — Sat, 07 Aug 2004 04:37:22 GMT

Tntea - I am a female and I posted that matrix and here is how I use it.On 7-31-04 TN got 379 so I take only the rows with those numbers in it horizontally and set up like so:2 9 47 5 36 1 8Now notice I highlighted in red the hit (379).2 9 47 5 3Using the remaining numbers to make your pairs:24, 25, 45Now you put each digit from the last row with your pairs246, 241, 248256, 251, 258456, 451, 458Well on 8-3-04 you would have had a hit out of this group because TN got 852.Backtest and en... [ More ]

Reply #1

JKING — Sat, 07 Aug 2004 04:08:41 GMT

magic squares:Definition, Special PropertiesA magic square is an arrangement of the numbers from 1 to n^2 (n-squared) in an nxn matrix, with each number occurring exactly once, and such that the sum of the entries of any row, any column, or any main diagonal is the same. It is not hard to show that this sum must be n(n^2+1)/2. The simplest magic square is the 1x1 magic square whose only entry is the number 1. The next simplest is the 3x3 magic squareand those derived from it by symmetries

magic squares or something like that

tntea — Sat, 07 Aug 2004 03:35:04 GMT

Can some one explain this to me? 2 9 4 -a line7 5 3-b line6 1 8-c linewhat he discovered is to have found two pairs appearing most often than other combos by getting two close numbers together from every two lines among a b and c.