Phi - Golden Section/Ratio

Reply #7

newone — Fri, 14 Nov 2008 15:00:24 GMT

Hi dx123, as I've just posted, I made an error in my sheet. Thankyou very much for your example above on the 6/49 game, it made it much clearer to understand this method in practice.

One does not have to apply the addition of 1 in Example 1 above if not desired...I strongly suggested earlier to back-test the Lottery you wish to apply this method. But you will miss the 8 because the whole PHI+1 idea will be out of balance without the 1 to some of these resulting numbers, roughly about every s... [ More ]

Reply #6

newone — Fri, 14 Nov 2008 14:42:37 GMT

Hi I made an error in the above list, the calculations in my spreadsheet were 1.168 not 1.618 ( I must be going dyslexic!). I've redone the list with the correct 1.618 below, and I think I can see how dx123 has generated the list. For example, if the red number was 4.4, it would be rounded to 4 in dx's list, if it was 4.5-4.9, it would say 4-5 in the red column

So in the list below, I'd say you can round your numbers in this way.

Also dx123, if possible can you please explain how you devel... [ More ]

Reply #5

dx123 — Fri, 14 Nov 2008 14:40:39 GMT

newone Your post

I have no idea how the simple division of PHI 1.618 to a number can produce the results you have shown here.

Example 1:

11/1.618=6.79+1=7.79, which would lead to the numbers 7-8 as the final whole number round-off answer. As you can see 6.79 rounded off is 7. Then adding 1 to this result will bring 8, therefore 7-8 would be the red Lottery numbers.

Example 2:

For some numbers like 25/1.618=15.45...have the decimal result LESS than half, and when adding 1 t... [ More ]

Reply #4

newone — Fri, 14 Nov 2008 06:00:59 GMT

Hi I tried completing the list dx posted, but I can't work out how the red numbers were rounded off. I created a spreadsheet with the red column dividing the grey column by phi (1.618) and then adding 1. The blue column is the grey just simply divided by phi. My calculations are rounded to 1 decimal place at this stage as I can't see how the rounding of the red numbers was done.

Also dx, what is the significance of adding 1 to phi in your calculation?

Thanks

Reply #3

retxx — Sun, 02 Nov 2008 15:56:23 GMT

would you mind finishing it off 51 thru 80 for keno. I would like to try it in keno. thanks

Reply #2

Amazing Grace — Sun, 02 Nov 2008 07:32:05 GMT

Nice the math is all done.

Thanks.

Reply #1

dx123 — Thu, 30 Oct 2008 00:19:43 GMT

There is considerably more LP talk of late about PHI again...its no mystery nor secret. For those who were interested in the PHI Ratio several years ago this month I gave an indepth post as to the function and use of the graph and transparency overlay with respect to number selection. I dumped the graph long ago and realized that we are really and only dealing with number swaps.

Here are those PHI numbers that can be associated with the Lottery. It is intended to replace the 'graph' and trans... [ More ]

Phi - Golden Section/Ratio

winnertobe — Wed, 29 Oct 2008 14:55:48 GMT

I was just reading the phimatrix golden section topics and I found them very interesting. Here are just a few things to find on google which may help you on your quest to learn how to use phimatrix with the lotto. (Sorry, I cannot post links or web pages as new users aren't allowed to do that straight away). Just do a search on google. Free phi calculators at thismanslife and ticalc, printfreegraphpaper for the cartesian method mentioned, and apart from phimatrix there is another similar (paid... [ More ]