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The Wave Matrix - Excel 2007 AddinReply
As we have shown before, we can copy and paste the Quantum Projection line several times to see what other numbers can be generated. The following shows an additional 9 lines to give a set of 10 numbers to play or work with. Type = Linear BMA Degree 1 BMA Degree 2 BMA Degree 3 BMA Degree 4 Algorithm Predictor A = 497.8033156 -0.266 0.153 0.177 0.236 Wave / BMA = 0.50 Depth = 25 B = 5.88688E-05 Amp / Freq = 0.67 Level = 25 Index Regression Wave 1 Wave 2 Wave 3 Wave 4 Rema
Mar 10, 2013, 1:02 pm - JADELottery - Mathematics Forum

The Wave Matrix - Excel 2007 AddinReply
In the Quantum Projection line we can see the number generated is a decimal. We need to modify the decimal number to be an integer and within the range of possible numbers for this analysis. In this case, the set of numbers we working with are 000 to 999, or in terms of math for our Integer-Modulus, 0 to 999. The Integer-Modulus works out to ' = INT(MOD( X , 1000)) ' for this set of integers. Below we have added in the Quantum Projection line the modified number for that
Mar 10, 2013, 12:35 pm - JADELottery - Mathematics Forum

The Wave Matrix - Excel 2007 AddinReply
In our earlier pick 3 example we looked at the Whole # for analysis. Below is a short table of the numbers. Index Year Month Day A B C Whole # 1 2000 1 1 5 3 0 530 2 2000 1 2 6 9 7 697 3 2000 1 3 4 9 6 496 4 2000 1 4 3 1 0 310 5 2000 1 5 7 5 7 757 6 2000 1 6 2 9 2 292 7 2000 1 7 2 2 7 227 8 2000 1 8 6 5 8 658 9 2000 1 9 4 0 3 403 10 2000 1 10 1 3 7 137 We used settings of Waves = 4 and Amp / Freq = 0.67; all o
Mar 10, 2013, 12:01 pm - JADELottery - Mathematics Forum

The Wave Matrix - Excel 2007 AddinReply
For this data set, we find a setting of 'by Amplitude Only' and Wave to BMA RMS Ratio = 0.29 works best. The short list below for this Wave Matrix. Type = Linear BMA Degree 1 BMA Degree 2 BMA Degree 3 BMA Degree 4 BMA Degree 5 BMA Degree 6 BMA Degree 7 BMA Degree 8 Algorithm Predictor A = -3.44546332 -1.513 -1.291 -0.895 -0.297 0.311 0.731 1.131 1.491 Wave / BMA = 0.29 Depth = 25 B = 8.771000615 Amp / Freq = 0.50 Level = 25 Index Regression Wave 1 Wave 2 Wave 3 Wave
Mar 9, 2013, 7:43 pm - JADELottery - Mathematics Forum

The Wave Matrix - Excel 2007 AddinReply
For this example we find that a setting of 'by Amplitude Only' and Wave to BMA RMS Ratio = 0.12 works well for 8 waves; everything else default. Here's the short list for the Wave Matrix. Type = Linear BMA Degree 1 BMA Degree 2 BMA Degree 3 BMA Degree 4 BMA Degree 5 BMA Degree 6 BMA Degree 7 BMA Degree 8 Algorithm Predictor A = 763985.1424 -1.343 -0.456 0.111 0.551 0.901 1.141 1.311 1.451 Wave / BMA = 0.12 Depth = 25 B = 28.86518294 Amp / Freq = 0.50 Level = 25 Inde
Mar 9, 2013, 6:21 pm - JADELottery - Mathematics Forum

The Wave Matrix - Excel 2007 AddinReply
When we play around with the controls, we find that we need only 2 waves to generalize a Wave Matrix. Also, we tweaked the Amp / Freq to 0.60 to get the BMA values near equal and opposite. Below is a shortened table. Type = Linear BMA Degree 1 BMA Degree 2 Algorithm Predictor A = 24.41198094 -0.07 0.108 Wave / BMA = 0.50 Depth = 25 B = -1.70397E-06 Amp / Freq = 0.60 Level = 25 Index Regression Wave 1 Wave 2 Remainder Data 1 24.41197924 -0.832644354 -0.363340618 3.78
Mar 9, 2013, 5:33 pm - JADELottery - Mathematics Forum

The Wave Matrix - Excel 2007 AddinReply
For the Draw Index example, we made a change only to the Amp / Freq Ratio = 0.90 Below is the shortened table. Type = Linear BMA Degree 1 BMA Degree 2 BMA Degree 3 BMA Degree 4 BMA Degree 5 BMA Degree 6 BMA Degree 7 BMA Degree 8 Algorithm Predictor A = 28.31013765 -2.116 -1.24 -0.636 0.021 0.664 1.276 1.854 2.15 Wave / BMA = 0.50 Depth = 25 B = 9.734994807 Amp / Freq = 0.90 Level = 25 Index Regression Wave 1 Wave 2 Wave 3 Wave 4 Wave 5 Wave 6 Wave 7 Wave 8 Remainder Data
Mar 9, 2013, 4:11 pm - JADELottery - Mathematics Forum

The Wave Matrix - Excel 2007 AddinReply
First we'll start with a general overview of the Wave Matrix. It starts by removing any off set Regression: Linear, Logarithmic, Exponential, or Power. This gives data that tends to oscillate around a zero level. It uses a process called Bidirectional Mean Averaging that aims to find the best possible set of waves that might be part of any data. Bidirectional Mean Averaging smooths the data in to a wave pattern that can be used to project a possible outcome. It can
Oct 16, 2012, 11:26 pm - JADELottery - Mathematics Forum

The Wave Matrix - Excel 2007 AddinReply
In this example of Quantum Projections, we can see the values are in decimal form. We need to apply a uniform way of getting the integer value we need to play or work with. To do this we can use either a rounding or an integer-modulus. For this we will use the integer-modulus because it works well in wrapping numbers around and keeps everything well balanced, as we will see later. Below is the same table with the Integer-Modulus adjustment. Type = Linear BMA Degr
Mar 9, 2013, 10:34 pm - JADELottery - Mathematics Forum

The Wave Matrix - Excel 2007 AddinReply
If you take the Quantum Projection line and copy / paste it several times, you'll see the Data column has mostly different values for each line. What you are seeing is the Quantum Selection in action; no one single outcome. For everyone else, if you're doing this on your computer, you'll have a different outcome. However, the outcomes will have fairly similar values. Below is an example of the copy / paste. Type = Linear BMA Degree 1 BMA Degree 2 BMA Degree 3 BMA Degr
Mar 9, 2013, 10:26 pm - JADELottery - Mathematics Forum