The One Over None

· 1 / 0 ·

Wednesday, February 25, 2009

 

Some Pick 5 Wheels, not Optimized.

Use these different wheels individually or in combination with each other.

 

 

Index

C 01

C 02

C 03

C 04

C 05

00001

03

05

06

07

12

00002

01

04

08

09

10

00003

01

02

04

07

11

 

 

 

 

 

 

Index

C 01

C 02

C 03

C 04

C 05

00001

01

05

07

10

11

00002

03

04

06

09

12

00003

02

03

06

08

11

00004

02

07

09

10

12

 

 

 

 

 

 

Index

C 01

C 02

C 03

C 04

C 05

00001

02

03

06

07

08

00002

04

09

10

11

12

00003

01

05

08

09

12

00004

01

02

03

07

11

00005

04

05

06

08

10

 

 

 

 

 

 

Index

C 01

C 02

C 03

C 04

C 05

00001

03

04

07

08

10

00002

01

02

05

06

12

00003

02

05

09

11

12

00004

01

03

04

06

09

00005

02

07

08

10

11

00006

03

05

07

08

11

 

 

 

 

 

 

Index

C 01

C 02

C 03

C 04

C 05

00001

01

03

05

06

08

00002

02

04

10

11

12

00003

01

07

08

09

11

00004

02

03

07

09

10

00005

04

05

06

08

12

00006

01

03

04

07

09

00007

02

05

10

11

12

 

 

 

 

 

 

Index

C 01

C 02

C 03

C 04

C 05

00001

05

06

10

11

12

00002

01

03

07

08

09

00003

02

04

06

07

12

00004

01

02

08

09

10

00005

03

04

05

07

11

00006

02

03

04

06

10

00007

05

08

09

11

12

00008

01

03

05

07

08

 

 

 

 

 

 

Index

C 01

C 02

C 03

C 04

C 05

00001

01

09

10

11

12

00002

02

03

04

07

08

00003

02

05

06

11

12

00004

01

03

07

08

10

00005

04

05

06

09

10

00006

01

03

04

05

11

00007

06

07

08

09

12

00008

01

02

04

08

11

00009

02

05

07

10

12

 

 

 

 

 

 

Index

C 01

C 02

C 03

C 04

C 05

00001

01

03

05

11

12

00002

02

04

06

09

10

00003

01

06

07

08

12

00004

02

07

09

10

11

00005

01

03

04

05

08

00006

03

04

07

09

11

00007

05

06

08

10

12

00008

02

03

06

10

12

00009

01

04

05

07

09

00010

02

04

08

10

11


Wednesday, February 25, 2009

 

Truth or Consequence?

Alright, after watching last night's very skillfully played script by our new President, time for the reality check. Sorry folks, I have to side with the Republicans on this one. The current economic situation is bad, but it is not as bad as they would like us to think it is. I understand that it is a crisis when someone lost their job, however that's always going to be the case no matter what economic state the country is in. The problem I have has to do with how the 2008 Market Downfall is being played up as though and compared to the 1929 Market Crash and the ensuing economic Depression that followed.

Looking at a Linear graph of the Dow Jones Industrial Average or DJIA for the entire history we can see that yes there appears to be a major Downfall in 2008. However, when looking for the 1929 Market Crash, it hardly shows up as even a bump in the road.

 

DJIA

 

"Why?", I asked myself. Well, if most you are familiar with Economies of Scale you'll have some insight to "why". As it is, the Linear graph does show a dramatic change in 2008. However, this is kind of misleading, because the scale at which the change occurs is vastly different than the change that occurred back in 1929. When you take into account the Economy of Scale you can see that the 1929 Market Crash is much more and vastly larger than the 2008 Market Downfall. So how do we display a graph to show this? Simple, use a Logarithmic graph to show the change in value. Below you now see that the 1929 Market Crash has a greater change than the 2008 Market Downfall.

 

DJIA

 

So, what would the 2008 Market have to actually change to in order to be like the 1929 Market change? That's simple, use the Logarithmic data to find a DJIA value that would comparable to what we would see in 1929 to 1932. On 1929-08-30, the DJIA was at a high for the year at 380.33. On 1932-07-08, after the Market Collapse, the DJIA was at an all time low of 41.22. On 2008-05-02, the DJIA was at a high for the year at 13,058.20. Using this we can see what it would take for the 2008 Market to actually fall to, in relative terms using the Economy of Scale. We'll use the Natural Logarithm as a Scale factor. Also, the 1929 and 1932 values are X (1929) and Y (1932). The 2008 value will be assigned, A and it's potential Crash value will be assigned, B. We're ready, let's do the math.

First, take the Natural Logarithmic value of each variable, as follows:

Ln X, Ln Y, Ln A and Ln B

Now, express them as a change quotient relative to their previous Market values and dates of change, as follows:

(Ln Y - Ln X) / Ln X, for 1929 Market Crash

(Ln B - Ln A) / Ln A, for a possible 2008 Market Crash

Finally, set these equal to each other.

(Ln Y - Ln X) / Ln X = (Ln B - Ln A) / Ln A

All that needs to be done is solve for B and we can see what the DJIA would have to be at to be like the 1929 Crash.


(Ln Y - Ln X) / Ln X = (Ln B - Ln A) / Ln A

(Ln Y / Ln X) - (Ln X / Ln X) = (Ln B / Ln A) - (Ln A / Ln A)

(Ln Y / Ln X) - 1 = (Ln B / Ln A) - 1

(Ln Y / Ln X) = (Ln B / Ln A)

Ln A · (Ln Y / Ln X) = Ln A · (Ln B / Ln A)

Ln A · (Ln Y / Ln X) = Ln B · (Ln A / Ln A)

Ln A · (Ln Y / Ln X) = Ln B · (1)

Ln A · (Ln Y / Ln X) = Ln B

e ^ (Ln A · (Ln Y / Ln X)) = e ^ Ln B

A ^ (Ln Y / Ln X) = B

B = A ^ (Ln Y / Ln X)

The '^' means raised to the power of.

Now, plug in the values: A = 13058.20, X = 380.33 and Y = 41.22.

B = (13058.20) ^ (Ln 41.22 / Ln 380.33)

B = 377.07

By my calculation, the 2008 DJIA value of 13,058.20 would have to fall to 377.07 to be anything like the 1929 Crash.


Tuesday, February 24, 2009

 

Reckoned Happenstance of the Intuitive

Haphazardly stated, but phrased much more eloquently.

We can be your greatest ally or we can be your worst enemy.

You and you alone get to decide your destiny.

It is your level self reckoning cognitive curiosity and insight that determines the outcome.

So Say The Jehocifer.


Tuesday, February 24, 2009

 

Ungovrfine

Do not forgive them Lord for they now know what they do.

Give due notice that the time has come.

The judgment is upon them.

Make swift the saddle and stride.

So Say The Jehocifer.


Sunday, February 22, 2009

 

Combination Index, VB

Back on 2003-10-04 I posted a reply that helped find an Index position within a list of ascending order combinations.

As an example in a Pick 6 of 49 Numbers lottery, the first (Index of 1) combination would be (1, 2, 3, 4, 5, 6) and the last (Index of 13,983,816) combination would be (44, 45, 46, 47, 48, 49).

The original reply is linked here -> Lottery Combo Question.

We’ve reworked this a little bit, but would like to post the original here for reference.

Also, now that we have learned C/C++, we have converted it to that language.

 

Here's the Visual Basic algorithm I've come up with for finding the combinatorial index of a combination for N items taken R at a time.

Those of you who know VB, know what to do.

Those of you who know another programming language and VB should know what to do.

 

Global Counter(1 To R) As Integer

 

  'R must be assigned some value before program run.

  'The program can handle anything R or less when when assigned.

  'note: This global array must be put in the declarations part of the function module or some other module.

 

 

Function Fact(N) As Double

 

  'The factorial function, Fact(N)= N!

  'This is a recursive calling function, means it calls itself multiple times.

  'If your BASIC language dose not support recursive calling, then this function needs to be changed to meet the function of:

  'N! = N * (N - 1) * (N - 2) * (N - 3) * ... * 3 * 2 * 1, where 0! = 1 and N < 0 is undefined.

 

  If (N < 1) Then

    Fact = 1

  Else

    Fact = N * Fact(N - 1)

  End If

 

End Function

 

Function Perm(N, R) As Double

 

  'This is the permutational function of N items taken R at a time.

 

  If (N < R) Then

    Perm = 0

  Else

    Perm = Fact(N) / Fact(N - R)

  End If

 

End Function

 

Function Comb(N, R) As Double

 

  'This is the combinatorial function of N items taken R at a time.

 

  If (N < R) Then

    Comb = 0

  Else

    Comb = Perm(N, R) / Fact(R)

  End If

 

End Function

 

Function Cdist(N, R, C, Z) As Double

 

  'This is the column distribution function of N items taken R at a time in column C for item Z.

 

  If (Z < C) Or (Z > (N - R + C)) Or (Z > N) Or (C > R) Or (N < 1) Or (R < 1) Or (C < 1) Or (Z < 1) Then

    Cdist = 0

  Else

    Cdist = Comb(Z - 1, C - 1) * Comb(N - Z, R - C)

  End If

 

End Function

 

Function fColumnSum(N, R, Z) As Double

 

  'This function performs a column count for N items taken R at a time for item Z.

 

  If Z < 1 Then

    fColumnSum = 0

  ElseIf (Z >= 1) And (Z < N - R + 1) Then

    col_sum = 0

    For a = 1 To Z

      col_sum = col_sum + Cdist(N, R, 1, a)

    Next a

    fColumnSum = col_sum

  ElseIf Z >= N - R + 1 Then

    fColumnSum = Comb(N, R)

  End If

 

End Function

 

Function Comb_Count(N, R) As Double

 

  'This is the combinatorial index for a combination in N items taken R at a time and R must not be larger than the Counter() array size R.

  'Counter() is an array containing the combination.

  'The Counter() array must be globally dimensioned outside the function and must be the size of R.

  'Also, numbers (item index) must be assigned in ascending order; Counter(1)is the minimum number through Counter(R) is the maximum number.

 

  fsum = fColumnSum(N, R, Counter(1) - 1) + 1

  For a = 2 To R

    fsum = fsum + fColumnSum(N - Counter(a - 1), R - a + 1, Counter(a) - Counter(a - 1) - 1)

  Next a

  Comb_Count = fsum

 

End Function

 

After putting the functions in the appropriate module and putting the Counter array in the declarations section of the main program module, all that needs to be done is assign the combination to the Counter array and call the Comb_Count function.

It would look something like this: (i.e. for a 6/49 lottery with a combination of (06, 10, 17, 37, 40, 49))

 

Sub Some_subroutine_of_the_main_program()

 

  Counter(1) = 6

  Counter(2) = 10

  Counter(3) = 17

  Counter(4) = 37

  Counter(5) = 40

  Counter(6) = 49

  CombinIndex = Comb_Count(49, 6)

 

    'CombinIndex now contains the combinatorial index of that combination.

 

End Sub

 

The combinatorial index of (06, 10, 17, 37, 40, 49) in 49 numbers taken 6 at a time is 7,275,389.

How you want to assign the combination values is up to you.

The way I shown here is just an example.

Also, this only works with single combinations like a 6/49 or 5/35.

Powerball or Mega Millions are not single combos.

They are a multiple combos, a pick 5 part and a pick 1 part.

This algorithm only works on the pick 5 part or the pick 1 part.

You may need to text format some of the code here, however, it will work.


Saturday, February 21, 2009

 

I am ME

Vince Lombardi had a saying about TEAM and I, however there's more to that saying you were not made aware of.

The modified version is as follows:

 

There's no I in TEAM, however, you can't make the TEAM without ME.

 

 

 

Think about it for a bit.


Monday, February 16, 2009

 

Woman sues Microsoft over XP downgrade charge

Article Link -> Woman sues Microsoft over XP downgrade charge

I'm glad that I wait for a product to prove itself.

There people out there that 'Just Gotta Have The Latest and Greatest.'

I'll wait till Windows 7 finally make it's release and again, wait and see how many of you 'Just Gotta Haves' crash before I even consider buying it.


Friday, February 13, 2009

 

Silly Little Hacker, Tricks are for Kids.

Boy I tell ya.

They think they can, but have no clue.

I'm on to ya.

Even before you sent it, I'm on to ya.


Thursday, February 12, 2009

 

The New Quantum Selection Algorithm test program is available

The new algorithm test was so successful that I'm going to release the test program by itself.

Provide any feedback, however, since this is a test, the program will be unsupported and not upgraded.

It is a functional part of the new JADE Lottery System Generator Analyzer (JADE LSG 2.0).

Yes, there will be tweaking of the algorithm, but that will be released in JADE LSGA.

You can get the test program at the following links.

ZIP File Link
  http://home.mchsi.com/~jadelottery/Downloads/JADELotterySelectorTest.ZIP

Self Extrating ZIP File EXE Link
  http://home.mchsi.com/~jadelottery/Downloads/JADELotterySelectorTest.EXE

As always, this is freeware.

There is also a Topic started about this test in the Lottery Systems Forum, linked below.

The New Quantum Selection Algorithm test is available for testing

The ZIP files also have an alternate version for those that might have problems with the regular program.


Thursday, February 12, 2009

 

New Algorithm note

You might be thinking this is just some plain old wille-nille random generator.

Trust me, IT IS NOT.

It's a Structured Random Selection or better known as a Quantum Selection.


Thursday, February 12, 2009

 

Pick 20 of 99 Numbers for 100 Plays

Example of a Pick 20 of 99 Numbers for 100 Plays.

Index -  01 02 03 04 05 06 07 08 09 10 11 12 13 14 15 16 17 18 19 20
00001 -  08 15 24 29 32 33 35 36 38 53 55 57 61 65 70 73 84 93 97 98
00002 -  03 10 14 17 20 34 46 52 64 67 74 75 76 78 86 87 88 89 90 96
00003 -  04 06 07 09 13 18 21 23 39 41 49 56 62 63 71 81 85 92 95 99
00004 -  16 19 22 25 26 28 30 42 43 45 48 58 59 60 68 69 77 82 83 91
00005 -  01 02 05 11 12 27 31 37 40 44 47 50 51 54 66 72 79 80 91 94
00006 -  02 13 21 22 25 27 30 33 37 41 52 65 74 75 76 78 84 88 96 98
00007 -  03 10 12 20 28 29 31 40 45 55 57 61 63 82 86 87 94 95 97 99
00008 -  01 04 11 15 17 19 23 35 36 44 46 51 53 54 64 68 72 79 89 92
00009 -  06 07 14 18 26 38 39 42 47 48 49 50 58 60 66 67 73 80 83 90
00010 -  05 08 09 13 16 24 32 34 43 56 59 62 69 70 71 77 78 81 85 93
00011 -  05 07 16 27 38 39 41 42 44 48 50 52 54 61 70 79 88 91 95 99
00012 -  10 15 17 18 21 22 32 33 36 53 55 58 63 64 66 74 77 82 86 97
00013 -  01 04 06 14 19 24 28 29 40 59 60 62 65 67 68 71 76 81 84 96
00014 -  02 08 09 11 30 31 34 35 37 45 46 47 72 75 80 83 87 89 92 93
00015 -  03 05 12 20 23 25 26 27 41 43 49 51 56 57 69 73 85 90 94 98
00016 -  06 08 09 10 12 15 31 34 37 38 49 51 53 55 60 61 87 89 93 98
00017 -  02 14 18 26 29 30 33 42 54 57 58 65 67 72 80 81 84 86 90 95
00018 -  04 17 19 21 22 32 35 36 43 44 46 50 52 59 69 76 85 88 91 97
00019 -  03 13 16 20 23 24 39 45 56 62 64 66 70 71 74 75 77 82 92 94
00020 -  01 02 07 11 25 28 40 47 48 58 63 68 73 76 78 79 83 91 96 99
00021 -  08 11 14 16 18 20 30 39 46 48 56 68 69 82 86 88 92 95 96 97
00022 -  01 15 23 26 35 36 38 40 42 44 45 50 53 60 63 67 77 81 89 90
00023 -  03 04 09 10 17 22 24 25 41 43 47 51 52 59 70 74 84 85 87 98
00024 -  05 19 21 27 28 29 37 49 61 62 64 65 66 71 73 78 79 80 94 99
00025 -  06 07 12 13 27 31 32 33 34 46 51 54 55 57 63 72 75 83 84 93
00026 -  01 14 28 30 35 36 38 41 43 45 47 52 69 72 73 78 79 81 82 88
00027 -  07 08 11 15 18 21 22 25 29 34 44 49 55 62 68 70 80 85 90 93
00028 -  03 04 05 06 23 24 26 39 40 42 48 57 65 66 75 76 83 94 96 98
00029 -  02 09 10 13 17 31 50 56 58 60 64 67 74 77 86 87 89 91 97 99
00030 -  12 16 18 19 20 32 33 34 37 40 50 53 54 59 60 61 71 81 92 95
00031 -  02 06 07 08 10 11 16 24 29 30 32 36 38 57 65 78 79 82 90 95
00032 -  05 09 15 27 33 37 44 46 48 53 64 66 68 71 72 75 76 80 92 98
00033 -  04 28 31 43 45 51 52 56 58 61 62 63 69 70 77 86 88 91 96 99
00034 -  03 12 17 20 22 23 39 41 42 49 55 67 74 83 84 85 87 89 93 97
00035 -  01 08 11 12 13 14 19 20 21 22 25 26 35 47 51 54 59 73 92 94
00036 -  02 06 14 18 24 26 30 35 47 48 54 56 60 66 74 81 82 83 87 98
00037 -  19 31 33 38 39 44 53 55 61 63 68 69 73 78 85 90 91 93 95 99
00038 -  05 07 09 13 15 23 25 32 37 43 45 46 57 59 62 67 70 71 94 96
00039 -  01 03 04 10 16 17 28 29 34 36 41 52 65 75 79 80 84 88 89 97
00040 -  04 05 21 27 40 42 49 50 52 53 58 64 72 73 76 77 84 86 97 99
00041 -  02 06 10 16 21 22 23 30 34 35 36 37 43 47 56 57 59 91 93 95
00042 -  13 14 15 24 25 26 27 39 46 49 51 55 65 66 69 77 81 82 83 87
00043 -  01 09 18 19 28 32 42 45 68 70 71 78 79 80 85 86 89 92 96 98
00044 -  07 11 17 20 29 33 40 41 44 54 58 60 61 62 72 74 75 76 90 94
00045 -  01 03 08 12 13 26 27 31 38 41 47 48 50 56 61 63 64 67 88 98
00046 -  04 07 14 15 20 22 30 38 39 43 45 55 60 75 84 85 88 90 96 97
00047 -  02 06 11 12 16 29 31 33 35 37 48 54 67 68 69 72 78 79 91 94
00048 -  03 09 32 34 36 44 57 59 62 64 65 70 74 77 82 83 86 89 92 95
00049 -  05 10 17 18 21 23 24 28 42 46 49 50 51 58 63 66 80 87 93 99
00050 -  07 08 13 19 25 36 37 40 44 52 53 59 60 71 73 76 81 90 91 94
00051 -  03 08 14 16 21 23 24 35 53 64 68 71 72 73 75 83 85 87 95 96
00052 -  01 02 06 10 11 17 27 28 30 34 45 55 58 62 63 66 74 77 79 97
00053 -  18 19 22 25 29 32 33 39 40 41 43 49 50 52 57 61 69 70 80 82
00054 -  04 05 15 20 38 42 46 47 48 51 54 65 67 76 81 88 89 92 93 98
00055 -  06 08 09 12 15 23 26 31 46 56 61 64 71 74 78 79 84 86 91 99
00056 -  09 12 14 20 26 27 30 31 32 52 53 60 63 68 70 72 82 85 88 96
00057 -  10 17 18 24 35 36 41 42 54 57 65 67 76 78 81 86 89 90 92 95
00058 -  01 03 04 05 11 16 19 21 28 34 39 43 45 49 50 51 83 84 93 94
00059 -  13 29 33 38 40 47 48 55 56 58 59 69 73 75 77 80 87 97 98 99
00060 -  02 05 07 13 22 24 25 26 37 42 44 58 62 66 71 79 80 96 98 99
00061 -  04 06 09 16 23 29 32 46 50 52 54 57 60 62 72 81 88 90 93 95
00062 -  03 11 15 17 19 21 22 27 35 36 37 45 47 49 59 64 68 73 76 78
00063 -  07 14 18 20 25 33 34 41 44 51 53 66 67 77 82 83 87 89 92 94
00064 -  01 08 10 12 30 31 38 39 40 48 56 61 63 65 69 70 74 84 85 86
00065 -  02 24 25 28 36 39 40 41 43 55 59 68 69 72 75 78 83 88 91 97
00066 -  02 12 13 20 22 30 34 38 42 43 49 50 53 65 75 76 79 82 87 92
00067 -  10 11 16 17 18 19 32 35 44 46 47 51 54 55 63 84 86 93 96 98
00068 -  03 05 08 09 14 15 21 26 28 33 37 52 60 62 66 71 73 81 85 99
00069 -  01 07 23 27 31 48 56 58 61 64 67 70 74 77 80 89 90 94 95 97
00070 -  01 02 04 06 15 16 19 20 23 24 25 29 33 45 57 60 71 79 81 91
00071 -  09 12 21 27 32 44 45 46 50 55 56 61 62 63 70 76 82 93 95 98
00072 -  06 10 30 34 37 38 40 42 43 48 51 53 59 65 86 88 90 92 94 97
00073 -  08 11 13 17 22 47 54 64 66 67 69 72 74 75 84 85 87 91 96 99
00074 -  03 04 07 14 18 29 31 35 39 41 49 52 57 58 68 73 78 80 83 89
00075 -  01 02 05 10 11 13 15 16 21 26 28 31 34 36 41 42 51 66 77 81
00076 -  04 06 12 25 32 38 45 53 59 64 65 67 74 75 84 85 91 92 93 98
00077 -  03 09 14 18 19 24 36 52 55 56 57 61 62 68 76 80 83 86 87 90
00078 -  17 20 28 29 30 37 43 44 48 50 58 60 63 69 73 78 82 88 95 96
00079 -  05 07 08 22 23 26 33 35 39 40 46 47 49 54 71 72 77 89 94 97
00080 -  01 05 06 07 18 27 40 46 50 65 68 70 76 78 79 81 82 85 92 99
00081 -  10 13 17 21 23 28 31 34 44 47 53 55 60 62 77 83 86 91 95 96
00082 -  04 11 14 15 24 27 32 35 38 52 56 57 66 72 74 75 79 93 97 98
00083 -  02 08 16 25 30 33 39 42 43 51 58 59 61 69 70 73 87 89 90 94
00084 -  03 12 19 20 22 26 29 36 37 41 45 48 49 63 64 67 71 80 84 99
00085 -  06 09 20 32 35 37 39 42 43 45 51 53 54 59 62 67 70 84 85 88
00086 -  01 07 09 15 23 26 29 33 38 40 41 57 65 69 71 86 90 93 96 98
00087 -  03 05 14 18 21 22 24 27 31 47 50 60 72 73 75 76 78 88 95 97
00088 -  04 10 16 17 25 30 36 54 56 58 61 66 68 79 80 82 83 89 92 99
00089 -  02 08 11 12 13 19 28 34 44 46 48 49 52 55 64 74 81 87 91 94
00090 -  01 03 07 10 16 19 26 53 56 61 62 63 66 69 70 77 82 84 97 99
00091 -  08 12 17 20 30 38 39 49 51 52 59 64 67 71 74 78 80 91 94 95
00092 -  04 05 06 13 24 25 31 36 40 46 47 48 54 55 68 72 73 77 81 88
00093 -  09 11 14 15 21 23 29 33 35 41 45 50 63 76 83 87 89 90 92 96
00094 -  02 18 22 28 32 34 37 42 43 44 57 58 60 65 75 79 85 86 93 98
00095 -  06 09 16 19 27 34 36 39 58 60 68 70 71 79 82 88 92 95 96 98
00096 -  02 03 15 18 20 24 25 31 40 42 51 65 72 73 81 83 85 89 97 99
00097 -  04 07 08 12 13 14 17 29 30 32 33 43 48 55 62 66 75 77 78 84
00098 -  11 23 26 27 28 41 46 47 52 54 56 61 63 69 74 76 87 91 93 94
00099 -  01 05 10 21 22 35 37 38 44 45 49 50 53 57 59 64 67 80 86 90
00100 -  05 07 12 14 19 21 25 26 28 33 41 45 65 68 72 81 82 87 88 94


Thursday, February 12, 2009

 

Sample Powerball Pick 5 of 59 Numbers.

I'm having problems posting a reply in the other post.

So, I'll create a new one.

Tried the Powerball Pick 5 of 59 Numbers.

Below is a sample selection for 100 Plays.

00001 -  11 17 27 32 50
00002 -  09 12 24 39 59
00003 -  19 41 42 49 58
00004 -  08 14 25 34 55
00005 -  01 03 06 38 52
00006 -  10 21 37 53 54
00007 -  23 28 36 44 56
00008 -  02 07 13 20 31
00009 -  16 18 33 46 51
00010 -  04 05 30 45 48
00011 -  15 35 40 47 57
00012 -  22 26 27 29 43
00013 -  07 17 20 33 42
00014 -  10 14 15 30 31
00015 -  04 11 16 19 28
00016 -  22 23 24 25 46
00017 -  01 09 21 35 57
00018 -  03 12 32 45 50
00019 -  05 36 41 43 53
00020 -  18 40 49 55 56
00021 -  06 08 13 37 48
00022 -  26 44 47 51 52
00023 -  34 39 54 58 59
00024 -  02 03 29 32 38
00025 -  14 20 22 35 52
00026 -  18 19 28 31 57
00027 -  02 11 16 34 38
00028 -  09 21 43 54 59
00029 -  04 10 47 51 55
00030 -  05 36 44 49 53
00031 -  01 06 30 50 58
00032 -  07 17 24 27 33
00033 -  25 40 42 48 56
00034 -  13 29 39 45 46
00035 -  08 15 23 37 41
00036 -  12 13 26 29 50
00037 -  06 22 34 39 49
00038 -  02 14 27 32 35
00039 -  03 04 31 40 55
00040 -  05 37 45 53 56
00041 -  30 38 42 44 52
00042 -  10 12 25 36 47
00043 -  01 11 17 43 48
00044 -  15 16 26 33 41
00045 -  08 21 46 51 57
00046 -  07 09 20 23 24
00047 -  18 19 28 54 59
00048 -  08 23 32 48 58
00049 -  29 37 43 50 55
00050 -  17 27 30 41 42
00051 -  12 13 31 35 52
00052 -  26 34 40 44 59
00053 -  11 16 49 53 58
00054 -  02 03 09 39 56
00055 -  10 24 36 38 45
00056 -  01 04 15 28 57
00057 -  07 22 25 46 47
00058 -  05 06 18 21 33
00059 -  14 19 20 51 54
00060 -  40 41 45 56 59
00061 -  04 23 24 28 39
00062 -  11 12 26 46 58
00063 -  01 05 29 30 44
00064 -  08 15 25 43 57
00065 -  03 32 33 35 42
00066 -  13 22 31 34 54
00067 -  09 10 19 38 50
00068 -  06 21 27 52 53
00069 -  17 18 20 37 55
00070 -  02 07 36 48 49
00071 -  14 16 47 51 59
00072 -  09 15 17 32 40
00073 -  02 08 10 18 55
00074 -  13 27 39 49 50
00075 -  06 20 31 35 52
00076 -  05 14 24 34 54
00077 -  25 26 33 47 53
00078 -  11 42 44 46 56
00079 -  07 23 30 38 51
00080 -  03 19 21 29 48
00081 -  04 22 37 43 45
00082 -  16 28 36 57 58
00083 -  01 12 14 29 41
00084 -  02 04 11 23 50
00085 -  01 13 33 39 58
00086 -  03 12 24 30 35
00087 -  08 19 20 52 56
00088 -  06 10 15 21 22
00089 -  09 27 34 47 59
00090 -  05 17 25 26 36
00091 -  28 44 48 49 53
00092 -  16 38 46 54 57
00093 -  07 40 41 42 51
00094 -  31 32 37 43 45
00095 -  02 14 15 18 55
00096 -  22 31 33 38 58
00097 -  01 11 13 21 50
00098 -  03 04 06 09 37
00099 -  19 29 42 46 47
00100 -  10 23 30 39 59


Thursday, February 12, 2009

 

OMG!! Pick 12 of 99 for 16000 play lines less than 5 min build.

This thing is just kicking my Asz!!!

The wheels I can create can't even be put on the old JADE LSG program.

Thumbs Up


Wednesday, February 11, 2009

 

New Wheel Algorithm

I came up with an incredible, simple wheel generating algorithm.

It is so simple and amazing.

Why didn't I see it before?

Damn!!!

It also compresses the wheel to an absolute minimum size.

It took me a while, but I got it.

Went the long way around, but I GOT IT.

Cool


Friday, February 6, 2009

 

In the one there are many...

...out of the many there is the one.


Tuesday, February 3, 2009

 

The George Carlin Effect

Speaking in Great Carlin Ease...

Ok folks, now that the vote is over and the leaders are elected.

Time to hold everyone accountable.

Even though I voted Obama, I will not be feeling that Warm and Fuzzy, OK.

Nope, I'm Cold and Pricky as always.

I want to see some serious shet going on there in DC, from all parties, Republican, Democrat, and any party that happens to blow your skirt up.

Everyone needs to hold these MF'ers feet to the flame and don't let up.

We need action and we need it now!


Sunday, February 1, 2009

 

Pick 3 Quantum Matrix 50 Predictions

We'll try to post every day for every state's Pick 3 in the Lottery Post Prediction Board.

Just check out the Predictions Board for your state.

Also, check the Results page for a possible match.

Or, check out the 'See Yesterday's Winners' page in the 'Predictions' menu.

Look for a possible match for your state there.


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