Lucky Numbers

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Since the game of bingo is all about luck, it is not surprising that so many people seek new ways to try and improve their odds in order to win big. Many people believe strongly in the power of numbers and hold strong to the belief that some numbers are luckier than others. Whether you believe it or not, finding your lucky numbers can be fun and can even add some extra excitement when out playing all manner of bingo games, whether over the Internet or in person at your local community hall.

One term that comes up a lot on numerology sites is the Life Path Number. This is found by taking your birth date and then adding together the digits in the following way.

Let’s say that you are born on 14/07/1975. Add up all of the digits, like so:

1 + 4 + 7 + 1 + 9 + 7 + 5 = 34

Then add the digits again.

3 + 4 = 7

To choose your lucky online bingo numbers, you can then work backwards from your Life Path Number. Basically, any number with digits adding to your Life Path Number will be lucky. In the above example, choosing the numbers 7, 16, 25, 34, 43, 52, 61, 70, 79, 88 and 97 is meant to provide you with good luck as their digits all add up to equal your Life Path Number.

Whether this actually works or not is anyone’s guess though. If you do try this out on the web and end up winning some very nice bingo bonuses, please let us know by leaving a comment in the box below. And if you don’t win, maybe that’s proof that numbers are just numbers and that we need to make our own luck in other ways instead.

3 comments:

Pamela said...

Would share this idea to my bingo buddies. This is gonna be fun. Could you please also have a blog entry about Bingo Myths or Superstitions, I will wait for it thanks

Jennifer said...

I don't really believe in this stuff but it'll still be fun to try it out. Just so I can get a different way of choosing my bingo cards. I'll let you all know if it works though!

Charity said...

Ok, so my life path number is 2. That means I get to choose my lucky numbers as 2, 11 and 20, right? Am I missing any though?