One of my friends strongly believes that what ever you do alters the universe (like the time I forgot to buy our tickets and I was practically praying that none of our numbers hit) well nothing hit we saved some money in my opinion, but in his sicne I forgot to buy the tickets the universe in it's whole changed and if I did buy the tickets the outcome may have been different.
This got me thinking, ods are a generalisation based on the mathematical probability. Nothing says that a certain combination can't hit more than 2 or 3 times before all the 14million combos are played out. It's just the probability that they won't.
But what if we take it to another level, since it would take approximatly 134,615 years to go through all combinations (playing the current cnadian 2 times a week 6/49), wouldn't it be safe to assume (using the universe theory) that all 649 lottos out there are joined, not by anything we normally would associate with the physical meaning of joined, but by some force out there that makes the probabilities correct in the grand scheme of things.
So to my question now, has anyone tried to compare the history of 2 or more 6/49 lottos to see what percentage of lotto combination drawn in each one are the same, and then eliminate all picked combinations from all 6/49 lottos and simply concentrate on only entering the combinations that have never been picked in any of the many 6/49's or even pick 7 lottos.
Anyone have some thaughts on this???
please excuse my typos and improper spelling trying to make the cut off before this doesn't post right.
This got me thinking, ods are a generalisation based on the mathematical probability. Nothing says that a certain combination can't hit more than 2 or 3 times before all the 14million combos are played out. It's just the probability that they won't.
But what if we take it to another level, since it would take approximatly 134,615 years to go through all combinations (playing the current cnadian 2 times a week 6/49), wouldn't it be safe to assume (using the universe theory) that all 649 lottos out there are joined, not by anything we normally would associate with the physical meaning of joined, but by some force out there that makes the probabilities correct in the grand scheme of things.
So to my question now, has anyone tried to compare the history of 2 or more 6/49 lottos to see what percentage of lotto combination drawn in each one are the same, and then eliminate all picked combinations from all 6/49 lottos and simply concentrate on only entering the combinations that have never been picked in any of the many 6/49's or even pick 7 lottos.
Anyone have some thaughts on this???
please excuse my typos and improper spelling trying to make the cut off before this doesn't post right.