deeluv69
I am currently working with a very talented Mathematician to ensure that we win Powerball multiple times. For now, I can tell you that there are 292,201,338 total number combinations in Powerball. Each Subgroup of the Lotto Club will contain 11,238,513 number combinations. THUS, THE POWERBALL WINNING NUMBER WILL ALWAYS BE IN ONE OF THE SUBGROUPS.... We will be playing with about 4 of those subgroups for a total of 44,954,052. HOWEVER, by adding the lottodds methodology, filters and pattern recognition, we will be working with thousands of numbers not millions. For example, with the 4 subgroups, we will work with 4 group patterns for a total of about 35,677 numbers per subgroup. Thus, the total for 4 subgroups is 142,708 numbers. Now we add other filters for example, ODD/EVEN in the first position and that number goes down to 71,354 for 4 subgroups. And we add more filters and the number keeps dropping. For example, if we add the HIGH/LOW filters, we can reduce that number to 35,677. And we add more filters to reduce the numbers more similar to Pick3/4.... PLUS, we will be adding a NEW filter called COLUMNS which is based on where the winning tend to fall which will reduce the numbers by the thousands. And the remaining numbers will have the highest chance of winning Powerball multiple times. We then cast that fishing net out and keep playing the numbers with minor filter adjustments based on prior winners and BINGO we won hundreds of millions of dollars. Not once but multiple times. Once we win Powerball the first time, more people will join which will allow us to play many more numbers and catch more winners. Keep in mind that we will also win many $1 Million dollar prizes back to back. For example, since we will be playing the same numbers in the 4 Subgroups even if we miss the Powerball number, we will win $4 Million. And because each ROW could contain 19 four(4) number winners plus the Powerball number, we would win $950,000 in prizes (19 x $50,000). And when we win Powerball, we win up to 19 four(4) number prizes too plus many other smaller prizes.
