Generic League Tournament NCAA MBB Thread
- Thread starter LionJim
- Start date
How about this…. Duke, UNC not ranked. Villanova nowhere to be seen. Georgetown is just awful and most amazing to me… Louisville is 3-23. What has happened!
The infinite sum of (z^n)/n from n=1 to infinity converges to -log(1-z) for abs(z)<1. (Easy.) What is, then, the infinite sum of (z^n)/(n^2) from n=1 to infinity? Nothing has worked!
And here I thought PSU is the only basketball school that is struggling.
I don’t think you can call Georgetown a basketball school any longer.
Did they teach you to do this in chemistry? Take a chance of blowing up the world?
Yeah, I’m seeing Purdue play and come away impressed but I don’t know who else is out there.
Come March there is going to be a team that wins 6 games in a row. Good luck picking that team. Seems to me there are a dozen teams to pick from!
No matter. I’ll still finish in the bottom 2% of the Tournament Pick ‘Em. I suck at poker too, apropos of nothing.
I’m still amazed I was allowed anywhere near a lab or production plant.
MD goes on a 28-4 run to take a 17pt lead over Purdue.
Momentum is a crazy thing. MD get hot, PUR panics and starts heaving up poor shots which feeds MD momentum. Throw in a few turnovers.
Wow, 41-58. That’s a 29-4 run. (I figured out the problem, hiding in plain sight.)
I’m calling it a night. Thanks for the fun, I enjoyed myself.
They’re 17-9 and tied for 4th in their conference…I’d take that kind of trouble every year.
Northwestern is now just one game behind Purdue…..they were picked 13th in the conference pre-season.
It's because you are limiting yourself to positive numbers.....try some negative numbers and see what happens...or maybe some imaginary numbers
It’s in the complex plane. Since the coefficients are real numbers it makes things so much simpler as you can do the work in the reals and it extends to the complex plane easy peasy. I solved it last night; it was just a lack of imagination that was holding me back.
