I never said Tony Parker was a rookie.
But you did say he was young.. I know the two aren't the same, but regarding an
athlete of 32 as young is a bit of an overstatement.. Especially when most statistical surveys would show that the majority of athletes are past their prime after 35 and begin to suffer more and more injuries. Considering the NBA, well.. the way the league is set up to draft mostly from College Leagues, the majority of the players enter the league in their early/mid-twenties and thus only get a few years before age starts to kick in. So I can agree with the 'for NBA considerations', and that said, 32 isn't 35, but it's rather close to it..
There are of course exceptions to the rule.. Look at Shaq for example.. He was a fine piece of athletic build straight up until he retired.. And had a FTA% of 40%.. And guess what, he started to suck age 35..
How about this teams that trail o to 2 in a series losses 94 percent at the time
yup its not a joke so if okc would win this series that would be a fluke.
You misunderstood my question. How did you come at that percentage, is it based on historical facts or based on a mathematical scheme? I know that 100% - 6% = 94%, but I really want to know is if it is based of past play-offs, or just a mathematical equation.
Because I've done the mathematical equation and this is what I'm getting, per viable outcome.
Spurs odds:
- They win in game 4: 4-0: 25%
- They win in game 5: 4-1: 25% - This is the same number because they can lose either game 3 or 4, so the two odds of 0.125 add up to 0.25.
- They win in game 6: 4-2: 18.75%
- They win in game 7: 4-3: 12.5%
Total: 81.25% of winning the series.
Thunder odds:
- They win in game 6: 2-4: 6.25%
- They win in game 7: 3-4: 12.5% - This is higher then them winning in game 6 because of four different ways to get to game 7, each individual chance would be 3.125%
Total: 18.75% of winning the series.
So again, how are you getting to your number of 94%? Is that a historic piece of data that the NBA has issued, because it's not based on a simple chance calculation.