The Quantum Sums

Reply #54

Reggie Numbers — Fri, 02 Jul 2010 04:16:29 GMT

Thanks for the insight. I thought it had some complicated function related to trigonomatry or something. But it really seems simple.

Once again thanks

Reply #53

JADELottery — Wed, 30 Jun 2010 22:24:48 GMT

That's ok, you don't have to do the math.

This post is intended for those who can understand it and use it in a program they are working on.

Reply #52

JADELottery — Wed, 30 Jun 2010 22:22:33 GMT

As far we know, that is the hat symbol, '^', and in programming it means ' to the power of '.

Example: 2 ^ 3, is 2 to the power of 3, or 23.

It means multiply 2 by itself 3 times or 2 x 2 x 2 and that equals 8.

Reply #51

WHISH — Wed, 30 Jun 2010 21:18:40 GMT

Please just give me the winning number, to much math for me

Reply #50

Reggie Numbers — Wed, 30 Jun 2010 20:59:28 GMT

I would seperate my numbers with this symbol ^ . Can you briefly tell me the significance of it in relation to mathematics

Reply #49

JADELottery — Wed, 30 Jun 2010 20:40:37 GMT

Thanks, it's just a little hobby of ours.

We're constantly thinking about numbers and all that it relates to.

Expressing the more abstract is a bit more of a challange.

There are times when we have to stop for a while, step back and say What the heelll were you thinking

Reply #48

Reggie Numbers — Wed, 30 Jun 2010 19:41:24 GMT

That's providing I know what I am looking at...I was never that good at math...never took it seriously!

So I may ask for a little help Doug if you don't mind.

Success in abundance to you once again

Reply #47

Reggie Numbers — Wed, 30 Jun 2010 19:32:34 GMT

Wow! If you are not indeed the mathematical alpha geek you are not far from it. I haven't seen this may equations since college, or what little I've finished. I will be referring to your formula's to experiment with my own numbers. I wish you continued success JADELottery

Reply #46

JADELottery — Wed, 09 Jun 2010 19:49:53 GMT

Found a minor error and corrected.

The following is a repost of the VB Function Code:

Function Rand_MegaPower(ByVal n As Integer, ByVal a As Integer, ByVal b As Integer) As Integer

Dim c, i, j As Integer

Dim x, y, yj As Double

Dim NumberFound As Boolean

NumberFound = False

Do

'Randomize y value

y = Rnd() * ((3 * n * n + 1) / 4)

'Randomize k Quantum Limit

If Rnd() 0.5 Then

yj = (n * n - n) / 2

Else

yj = (n * n + n) / 2

End If

'j Func... [ More ]

Reply #45

JADELottery — Sun, 06 Jun 2010 10:19:36 GMT

Below is the condensed version of the 3 Sum Quantum Equations for the general set of numbers {01, 02, 03, ... , (n - 2), (n - 1), n}.

The following is the VB code we are using to derive the Mega Power Ball numbers in Our blog.

Function Rand_MegaPower(ByVal n As Integer, ByVal a As Integer, ByVal b As Integer) As Integer

Dim c, i, j As Integer

Dim x, y, yj As Double

Dim NumberFound As Boolean

NumberFound = False

Do

'Randomize y value

y = Rnd() * ((3... [ More ]

Reply #44

JADELottery — Sat, 05 Jun 2010 15:18:30 GMT

Just a bit more and then we can release the Quantum Sums Equations for the general set of numbers {01, 02, 03, ... , (n - 2), (n - 1), n}.

Reply #43

ranman17 — Tue, 01 Jun 2010 18:36:54 GMT

I am not sure why anyone would post anything if they are not trying to help others as well as themselves.

Reply #42

ranman17 — Tue, 01 Jun 2010 17:05:46 GMT

I have a system that I have been tracking for the past year May 2009 May 2010 and it is really very good in my opinion BUT I am missing one crucial component. I need a way to calculate what the Lucky Sum will be for each draw within a range of four (4) sums meaning that if the calculation produces a result of four (4) different sums and one of those sums is the winning sum every time the system will be successful. Of course fewer than four sums would be optimal but four will work; it just requir... [ More ]

Reply #41

JADELottery — Sat, 08 May 2010 00:00:08 GMT

yep, we are aware.

there is a much more Grand Unifying Theme going on here, too.

however, for now let's just leave it at that for now.

we have a few more posts on this topic, then we are pretty much done.

Reply #40

crow — Fri, 07 May 2010 23:53:54 GMT

Jade,I'm gonna give ya a helpful hint and I generally dont do that with people here on lotto post because I'm a pretty secretive guy...

Your Quantum Sums COULD prove to be a compass heading however ya need the location once you arrive at your destination similar to a street address in a town...this is where Quantum Entanglement comes into play...

Ya cant bake a cake with only half of the ingredients....

Lets say your compass heading points to sum 15...the QED's tells ya what pairs to pl... [ More ]

Reply #39

JADELottery — Fri, 07 May 2010 22:19:36 GMT

Thank you, kindly.

We are very aware of what we are doing.

Also, we have given a warning in our blog about those who would dare to use these postings to their advantage; without due credit.

Let's just say that we are watching them, watching us; in ways they cannot even begin to comprehend.

We know how much, when, and just exactly what to release.

What you see here is just the smallest of the smallish portions of what we ve been working on.

Reply #38

pick4hawk — Fri, 07 May 2010 12:11:19 GMT

Crow:

Some people appreciate the fact that Jade is willing to share his views.

Thanks JADE

HAWK

Reply #37

crow — Tue, 04 May 2010 20:53:39 GMT

Jade,you seem like a nice person and I'm trying not to offend you so dont take this the wrong way: its NOT everyones work....its your work plain and simple...

Few if any people on this site understand higher mathematics especially related to Quantum Theory ...

You probably posted this thinking that no one was smart enough to understand/steal its concept similar to a lock on a safe and I can kinda understand that to some degree..

Like I said in my above post I'm working on a new Quantum... [ More ]

Reply #36

JADELottery — Tue, 04 May 2010 19:57:13 GMT

Thank you, however, it's not my work, it's all of our work.

So, it belongs to everyone, hence, the posting of it here.

Reply #35

crow — Tue, 04 May 2010 16:34:20 GMT

Jade,I have to admit that I admire all the hard work you do and your mathematical prowess in figuring out these Quantum Sums....however you may have made a mistake in giving out all this information for everyone to see...etc..

I have a concept/theory that I'm working on called Quantum Entanglement Digits.....

I do feel my QED's will increase the hit ratio when applied to your Quantum Sums...

Just consider what I'm saying,ok

Reply #34

JADELottery — Fri, 30 Apr 2010 03:10:33 GMT

We are currently testing a Sum of a different kind in Our blog.

It's just like the Pick 3 Sums for an any 3 Value Sum and applied to a Quantum Selection.

It's being tested on the Mega Ball and Power Ball drawings; just the Pick 1 Part.

An any 3 Value Sum is found by adding any 3 numbers.

We've found a generic Quantum Equation for any range value for 1 to X numbers.

We will post more after more tests are done.

Reply #33

JADELottery — Thu, 01 Apr 2010 00:33:28 GMT

Boolean is a true or false value just like yes or no, 1 or 0. Because the Lotus 1-2-3 is not set up to handle a Boolean value, it can be changed to a simple 1 or 0 integer value; 1 = true or 0 = false.

Reply #32

KnuckleHead — Wed, 31 Mar 2010 15:44:50 GMT

Morning JADELottery,

I placed your modified function this morning. I needed to change the line:

Rand_SUM = 0

to:

RandSUM = 0

I see that to make it run properly, you changed the line:

Dim NumberFound As Boolean

to:

Dim NumberFound As Integer

I'm still attempting to understand what Boolean means and does. I've read about it, but don't yet get it... I didn't expect a reply so quickly with all you have going on. Thank you.

Reply #31

pick4hawk — Wed, 31 Mar 2010 12:53:35 GMT

I have been doing all kinds of grouping since the lottery started in the 70's. To me it is not the begining idea of sorting. It's one method to see what directly comes right after one condition. It's possible to pull sets out the geniune numbers for various reasons to find single digits or possible pairs---and the sets pulled are not necessarily one right after another. Patterns can be found in various ways to know how things presently are and have occured in the past. Lucky may just be the firs... [ More ]

Reply #30

JADELottery — Wed, 31 Mar 2010 00:01:35 GMT

Good to see it's working for you.

Thank you.

Reply #29

JADELottery — Tue, 30 Mar 2010 23:59:59 GMT

Ok, maybe sooner than later. Try this:

Function RandSUM(a As Integer, b As Integer) As Integer

If (Not ((a = 0) And (a = 9)) Or Not ((b = 0) And (b = 9))) Then

Rand_SUM = 0

Exit Function

End If

Dim c, i, j As Integer

Dim x, y, yj As Double

Dim NumberFound As Integer

NumberFound = 0

Do

'Randomize Function Quantum Number - j through random y value

y = 75.25 * Rnd()

'Randomize y Boundary through the k Quantum Number k i... [ More ]

Reply #28

thegee — Tue, 30 Mar 2010 23:32:38 GMT

Matrix Determinant of previous Daily Numbers to determine the outcome.

it works well as i personally understand and use this formula daily thanks for sharing.

its a great process if one understands.

Reply #27

JADELottery — Tue, 30 Mar 2010 22:40:45 GMT

1-2-3 is a bugger like that.

It's not a direct plug-and-play.

We'll look into the translation, but it could be a while.

We are working on other projects.

For the past couple of months we've been having network issues and they have just been fixed.

Or, there may be some one here that can translate it for you sooner.

Reply #26

JADELottery — Tue, 30 Mar 2010 22:37:07 GMT

1 - It's what started the basic idea of What comes next? and it's not just restricted to this post.

2 - Nope, the field is wide open.

3 - You're right this is just one and we have a few others like it, i.e. The Quantum Matrix, it's based on the Matrix Determinant to find What's next

Reply #25

KnuckleHead — Tue, 30 Mar 2010 22:01:24 GMT

Afternoon JADELottery,

I've placed your function into my script editor. After several Error messages, I'm down to just 1 Error message now. The line:

Dim NumberFound As Boolean

is in red and displays an Error message of:

(Globals): Rand_SUM: 15: Class or type name not found: BOOLEAN

I did remember to change the Round and Sqr . They both turned blue. Out of 28 Errors when I first placed it, I'm now down to just this 1. I'm using Lotus 123 not Excel.

When you have some time, if... [ More ]

Reply #24

pick4hawk — Tue, 30 Mar 2010 15:37:10 GMT

1) Why are you giving credit so much to Lucky's Followers system?

2) Do you feel its the bases for all systems?

Many have used some sort of followers routine long before it was ever disscused on LP.

3) Just curious why you place so much upon just one method of grouping?

Hawk

Reply #23

JADELottery — Mon, 15 Mar 2010 06:21:07 GMT

I would like to point this out.

This post might not be possible without Lucky s Followers system.

I d like to say thank Lucky for the Impetus of change.

It is because of Lucky s Follower system that this post is possible.

Reply #22

JADELottery — Fri, 12 Mar 2010 01:49:13 GMT

The actual Pick 4 sum is a bit more complicated. However, we used the simpler approach in our One Hit Wonder postings by just using the 3 digit sums to derive both the Pick 4 and Pick 5 One Hit Wonder numbers as well. Below is an example of the last two drawings for a Pick 4 game.

Pick 4

1 7 6 7

1 9 0 3

This can be extended insequence to guess the next draw.

Pick 4

1 7 6 7

1 9 0 3

W X Y Z

You can use the Function we posted in The Quantum Tweak t... [ More ]

Reply #21

pick4hawk — Thu, 11 Mar 2010 16:25:23 GMT

JADE:

Thanks for posting info. How does it apply towards the pick 4?

HAWK

Reply #20

JADELottery — Wed, 10 Mar 2010 13:46:00 GMT

WIN D, thank you. I ve been working on this and other similar Quantum Selection methods; one you may already know is the Matrix method. It uses the Matrix Determinant of previous Daily Numbers to determine the outcome. That method is part of the JADE Pick 3 Pick 4 Selector program.

I ve looked over you LONG Sums chart and can see you are working on position distribution. If you look at the last distribution chart under the Formulae posting, you can see that all your values in your LONG Sums c... [ More ]

Reply #19

WIN D — Mon, 08 Mar 2010 16:05:20 GMT

Thank you for sharing your work Jade....... and if form really does follow function...... then thanks for sharing your functional art charts as well.

Here is one of my old (1-27) LONG sums charts from several years ago.....before I put together my (1-10) Short Sums Chart

https://www.lotterypost.com/blogentry/9254

Reply #18

JADELottery — Tue, 02 Mar 2010 02:39:49 GMT

The Quantum Equation Tweak

We added a k quantum number to the final equation. It's not actually part of the equation, it controls the y boundary that determines the j quantum number. Below is a graph of the equations and y boundary line. The gray area marks the area that is controlled by the k quantum number. Depending on the k quantum number, the y boundary can be in two different places.

The new boundaries then become the following conditions.

The overlapping region in gray is... [ More ]

Reply #17

crow — Tue, 02 Mar 2010 00:11:36 GMT

JL,

I hope youre on the right track with all of this.Ive been working with hypergeometric distribution formulas for the last several months and its a REAL pain in the azz...Ive never been able to figure in for repeat percentages and to do so with any kind of accuracy may be impossible..

I wish you the best of Luck my friend..

Reply #16

JADELottery — Mon, 01 Mar 2010 21:06:03 GMT

Thank you, we have one minor tweak coming; it's not too big, but it makes better use of the equations.

We will be adding a k quantum number to the set.

This k quantum number is a bit more abstract than the other i and j quantum numbers and relates to the y boundaries that define the j quantum number.

Reply #15

crow — Mon, 01 Mar 2010 00:28:50 GMT

Great work JL!

Continue to keep us updated on this process of Quantum Sums..I'm liking what I'm seeing..

Thanks ..

Reply #14

JADELottery — Sun, 21 Feb 2010 20:20:46 GMT

Ok, you can get the PDF at our FTP site.

ftp://www.jadexcode.com/pdf

Reply #13

JADELottery — Sun, 21 Feb 2010 18:04:32 GMT

you might have to change these line in Excel

x = ((60 * i - 3) * (1 - j) + 27 * j + (1 - 2 * i) * (1 - 2 * j) * System.Math.Sqrt(1 + 300 * j + (8 - 12 * j) * y)) / 2

c = System.Math.Round(x, 0) - a - b

to

x = ((60 * i - 3) * (1 - j) + 27 * j + (1 - 2 * i) * (1 - 2 * j) * Sqr(1 + 300 * j + (8 - 12 * j) * y)) / 2

c = Round(x, 0) - a - b

also, i see the editor reformed some of the code, AGAIN.

the following lines need to be on one line

NumberFound

Reply #12

JADELottery — Sun, 21 Feb 2010 17:19:47 GMT

Repost the last. I see there is a possible bug in the code as is. The problem is highlighted in Bold.

_______________________________

If (Not ((a = 0) And (a = 9)) Or Not ((b = 0) And (b = 9))) Then

Rand_SUM = 0

Exit Function

End If

Dim c, i, j As Integer

Dim x, y As Double

Dim NumberFound As Boolean

NumberFound =

False

Do

'Randomize Function Quantum Number - j through random y value

y = 75.25 * Rnd()

If y 60.375 Then

j = 0

Else

j = 1

End If... [ More ]

Reply #11

JADELottery — Sun, 21 Feb 2010 11:00:53 GMT

The One Hit Wonder Application

You probably don't know it, but our One Hit Wonder Table is Quantum Sums driven and it goes a little something like this.

There are two kinds of computation that can be done on lottery draws. The first is an inline computation; this just deals with the single draw itself. It's like the typical sum that can be done a single draw. Example, if a Pick 3 draw is 1 2 3, the sum is 6. The table list next shows some draws and the inline calculations.

Pick 3 inlin... [ More ]

Reply #10

JADELottery — Sun, 21 Feb 2010 09:51:53 GMT

The Quantum Selection

The Quantum selection is made by working from the y value of a solution to arrive at an x. In classical selection methods, typically the means of deriving a number or set of numbers by deriving from the x value and was a restriction based on a bulk frequency distribution. As an example, the sums distribution would be used to concentrate on the bulk of the sums frequency. The orange bars show the range of sums that would concentrated on. The x value in this case would be

Reply #9

JADELottery — Sun, 21 Feb 2010 07:29:05 GMT

FYI everyone,

We will post this as a complete PDF on our web site when we a finished.

Reply #8

JADELottery — Sun, 21 Feb 2010 06:56:21 GMT

Thanks, we'll keep doing what we can.

Been at this all day.. have check and double check to make sure everything is free of typos and mistakes.

Reply #7

Amazing Grace — Sun, 21 Feb 2010 06:49:55 GMT

This is beautiful eye candy,

Thanks for all your excellent work Jade!!!

These charts are a work of Excellence!!!

Too sum it up

Reply #6

JADELottery — Sun, 21 Feb 2010 06:27:33 GMT

The Quantum Morph

This is the fun part of the whole deal, merging the solution together.

First we need to break up the individual solutions. The follow table shows the solutions in a +/- separation. Two of these solutions are not needed because they fall outside the range of sums.

The following solutions are outside the sums range and can be eliminated.

This leaves just 4 solutions to work with and they are arranged in a way to accommodate the i and j quantum... [ More ]

Reply #5

JADELottery — Sun, 21 Feb 2010 03:52:37 GMT

The Quantum Number Assignments

Each quantum slice and function dice section determines what solutions are needed to merge together for the final Quantum Equation. Also, the separate sliced and diced sections are assigned integer variables to identify each area of operation for the Quantum Equation. Below shows the quantum slice assignment of the integer variable i.

The function dice integer variable, j, is shown below.

Each is then overlaid to show them both.

These number... [ More ]

Reply #4

JADELottery — Sun, 21 Feb 2010 02:46:41 GMT

The Quantum Slice and Dice

Below are the three equations and the solutions for x.

Equation

Solution

The graph below of the equations is used to determine the slice and dice. The slice and dice will occur in two ways, symmetry and function.

First is the symmetry slice; it is dividing the Sums in to equal parts, shown below.

Next is the function dice; it is the dividing of the Frequencies in to two parts that are relatively close to the overlap of the green equat... [ More ]

Reply #3

JADELottery — Sun, 21 Feb 2010 02:06:58 GMT

The X Solutions

Each of the three equation can be solved for x using the Quadratic Equation. This is a well known solution, so we do not have to through it here. If you want to know how it's done or what it is, do a search with your favorite search engine.

Below are the three equations and the solutions for x.

Equation

Solution

We solved for x now because we are going to have solve for it anyway for the final quantum equation. Each of the solutions has two parts, the + si... [ More ]

Reply #2

JADELottery — Sun, 21 Feb 2010 01:28:40 GMT

The Table and Graph

To make the equations more useable, we'll replace n with x and set equal to y; shown below.

We can now plug in some values and see how the equations match the actual distribution. The following table shows a range of values for the sums 0 to 27 for each of the equations; color coded to the equation it's from.

Sums Actual Three Equations

0 1 1 -107 406

1 3 3 -81 378

2 6 6 -57 351

3 10 10 -35 325

4 15 15 -15 300

5 21 21 3 2... [ More ]

Reply #1

JADELottery — Sun, 21 Feb 2010 00:18:53 GMT

The Formulae

Below is the table of the Pick 3 Sums. It's highlighted in some key areas that will help in finding the formulae that describe it. The first highlights are the black-white to indicate the symmetry of the distribution in the Sum column. The second highlights are the red-green-blue and gray used to indicate where the distribution breaks quantum continuity; the gray highlight is special due to the overlap of formulae.

Pick 3 Sum Distribution

Sum Frequency

0 1

1 3... [ More ]

The Quantum Sums

JADELottery — Sat, 20 Feb 2010 20:57:24 GMT

The Sum

The Quantum Sums is a multistep process that starts with a known sums distribution and formulates to a single equation for selecting Quantum Sums. This will deal with only the Pick 3 sums; Pick 4 sums are more complicated, however, the basic method for deriving the Quantum Function is generally the same. In addition, this has applications to other distributive phenomena.

Below is a distribution table and chart of Pick 3 Sums. A Pick 3 sum is the addition of the individual numbers i... [ More ]