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There is no Math when it come to winning.Reply
O.k., first just let me say that I don't mean to offend anyone, even though I know I will. Everyone has their own opinion and their right to it. In Wisconsin Pick 3, 000, 001, and 002 (totals 0, 1, and 2) have won. Whether or not anyone actually had those tickets, I don't know and don't care since I didn't. I do find all the number systems and mathematics on this site quite interesting and have spent some time trying to crack the lottery code. Yes you can see patterns in past draws, times of the
Jun 25, 2009, 4:08 am - GolfSmack - Mathematics Forum

Mathematics and the LotteryReply
Thanks for your response. I'm not so sure what you mean by there is always enough money . Even if 100% of ticket sales go to prizes, you (the group of lottery players) will only get back the amount you paid, i.e if 10,000,000 people played an average of 2 dollars each, the total return they'll get back will be 20,000,000, and not a single cent more. No matter how you distribute the winnings, you can't create a situation where everyone wins, because that requires more money tha
Jan 27, 2013, 3:49 am - yoho - Mathematics Forum

Mathematics and the LotteryReply
kjing hello, just curious = other examples: * 80% of the value of the inventory of an industry or trade focuses on 20% of items. * 80% of phone calls that you receive come from 20% of people who you call. * 80% of the meals ordered in a restaurant come from 20% of the items of the menu. * 80% of your headaches come from 20% of your problems. * 80% of sales come from 20% of their customers. * 80% of the complaints involve products 20% of the products. * 8
Aug 5, 2011, 6:11 pm - dr san - Mathematics Forum