Has anyone tried this before? I don't think no one has...Has anyone check for the weights of each lotto balls to the last decimal digit...I know that by standards all lotto balls of a particular lottery game have to weight the same...I know that....But what i am saying is: NOT ALL BALLS ARE GOING TO WEIGH THE SAME TO THE LAST DECIMAL DIGIT...Specially if you have a very sensitive weighing system....
For example, let's put this example of the sake of argument...I don't know how much each of the Powerball balls weigh but for the sake of argument we are going to say that they weigh 1 pound..
now ball 10 may weigh 1 pound and so do ball 16 and 17, etc, etc,....But if you use a very sensitive weighing scales, like the way they do in chemistry (i remember it from my chemistry class)...you will notice that balls 10 may weigh: 1.003439 pounds while ball number 16 may weigh: 1.003614 and ball number 17 may weigh: 1.003582....
Notice that the last 3 ending digits of each lotto ball is different, they all weigh 1.003xxx but the last 3 ending digits denoted as "xxx" do not weight the same or are not the same...Well that's what i mean....
If you use a very, very sensitive scale to weigh all possible lotto balls you will notice that each ball may have the same weigh number to the first 3 or 4 digits but after that it will be different...And i am wondering could this SUBTLE, BECAUSE IS SUBTLE, but could this subtle difference account for patterns on the lotto...I am talking on Powerball and all lotteries, that's assuming that they use the same balls which i don't know...I do know that they use different machines but i don't know if they use different balls, and even if they did, if you KNEW THE WEIGHING DECIMAL NUMBER OF EACH LOTTO BALL TO THE ENDING DIGITS, There might be a chance you could come out ahead...
What i am basically saying? That all balls CAN NOT have the same weight number to the last decimal ending digit....This is a phenomenon that occurs EVERYTIME in nature and manufacturing...I think they call it in manufacturing the "ACCEPTABLE STANDARD WEIGHT" or something of that nature...Example...Every can of soup in the supermarket may say that it weights 1.38 pounds (or whatever) but if you use a sensitivity scale that weighs to the last decimal or weighs to 8 decimals, you will notice that the 8 strings of decimals of each can of soup is going to be different...
And i am sure that maybe there could be a pattern in such differences because the audit company i bet they only check for "OVERALL RANDOMNESS" i don't think they check for "INDIVIDUAL BALL RANDOMNESS" and after all why should they if all balls weight the same to acceptable standards...Not only that but even if they did check for individual randomness of each ball, they will not check for each powerball drawing or for thousands of drawings...And they don't have your "EYEBALLS/KNOWLEDGE" nor do they have every lotto system available out there either....
Has anyone thought of this....Has anyone ever researched this?