Check out last week's Lottery Numbers

[Stg-Flame]

Since the Roadrunner has already changed, I took a screenshot of it from Wednesday 12.

Screenshot

 

[pyonir]

n/m

 

[Stg-Flame]

The numbers for the Roadrunner and Powerball are almost identical.

Maybe I am the only one who thought this was interesting.

 

[Specop 007]

n/m.....

 

[fatpat268]

Originally posted by: Chaoticpenguin666
The numbers for the Roadrunner and Powerball are almost identical.

Maybe I am the only one who thought this was interesting.

Yea, I didn't notice it until you mentioned it.

I was about to say wtf is so special about these numbers? But now I get it. Interesting.

 

[legoman666]

I would like to subscribe to your newsletter.

 

[Nitemare]

and a million monkeys banging on a million keyboards could actually produce Shakespeare

a weird coincidence though

 

[BrokenVisage]

n/m!

 

[BigToque]

Wow...

 

[gar3555]

Originally posted by: Nitemare
and a million monkeys banging on a million keyboards could actually produce Shakespeare

a weird coincidence though

hmmm...where would one get said monkeys?

 

[TuxDave]

Originally posted by: Nitemare
and a million monkeys banging on a million keyboards could actually produce Shakespeare

a weird coincidence though

I think you're still off by many orders of magnitude. And "many" is a severe understatement.

 

[anxi80]

Originally posted by: Nitemare
and a million monkeys banging on a million keyboards could actually produce Shakespeare

a weird coincidence though

it was the best of times, it was the blurst of times?!??

 

[Injury]

Originally posted by: Nitemare
and a million monkeys banging on a million keyboards could actually produce Shakespeare

a weird coincidence though

I study I read about one time said that they think that myth is dead, as the tested monkeys mostly preffered to cover the keyboards in bodily excrements and typed mostly only 3 or so different characters.

 

[dquan97]

Originally posted by: anxi80

Originally posted by: Nitemare
and a million monkeys banging on a million keyboards could actually produce Shakespeare

a weird coincidence though

it was the best of times, it was the blurst of times?!??

I miss that episode...:brokenheart:

 

[Foxery]

What is the highest number you can pick in each of those lottos?

My memory of combinatorics is really fuzzy, but if I assume the numbers can be from 1-40 and can't repeat, then:
Picking 4 specific balls in one lotto is 40*39*38*37 = 2,193,360
Or, in math class, you'd write it as 40!/36! (order of the balls does not matter)
I think you would square this to determine the chances of drawing the same 4 balls a second time. (?)
4,810,828,089,600 (4.8 trillion)

And this would apply to any string of 4 numbers matching, not just 12-19-30-34. For a range of 1-50, this becomes 30,549,939,840,000. (30 trillion)

*Disclaimer: My math might suck, but it amused me to try.

 

[her209]

Hindleg is always 20-30.