Computer, Math Formula and The Secret to Win the Superlotto

If the PCSO announces more than one winner in the Superlotto 6-49 game, shouldn't we be alarmed?   

This article discusses 

1. The integrity of the Superlotto 6-49
2. Winning the jackpot using Math, MS Excel and the Science of the Law of Attraction
3. An updated table of frequently drawn numbers  

When nobody gets all six combinations in the PCSO Lotto 6-49 game, that's okay.  One winner in a long while is a miracle...but multiple winners...wait a minute...isn't that Mathematically impossible!

There are 13,983,816 possible combinations for the Lotto 6-49 game.  If a person attempts to guess the combinations that will be drawn for the day,  his chance of getting it right is only 1 out of almost 14 Million combinations.  To increase the chances of getting the jackpot combination, that person needs to bet on more number combinations.  A 1% chance at the jackpot means betting on 139,838 combinations (which will cost P2.8 Million).

If PCSO made P106.2 Million in sales on Feb. 8, 2009, that's only 5.3 Million combinations (total sales divided by P20 bet).  There would be 8.6 Million combinations (62%) without a bettor ...and that's also the odds of having no winner (again). 

There's a popular notion that there must be a millionaire who's waiting for the jackpot to reach a certain amount and then bet on all the combinations.  That means the jackpot for the Superlotto should be more than P279.6 Million.  Would any millionaire bet P279.6 Million?  Wouldn't he be running the risk of losing half of the jackpot if another millionaire does the same.  Are the lotto computers even capable of taking almost 14 Million bets at one time? 

(This article is still undergoing editing and will be continued next time, please view this page again).