Honestly, I reckon we'll get #1. Washington are playing way better than us and we'll probably never get back above OKC or LAC.
Does anyone have the percentages of say the last 15 years where the team with the worst record actually won the lottery?
Since 1990 only 3 times has the worst record won.
http://www.nba.com/history/lottery_probabilities.html
1990-93 are not really relevant, though. They had the odds very screwed up, to the point that, in '93, Orlando, the strongest non-playoff team, with the 11th-worst record, got the #1 pick. They adopted the modern sort of lottery in '94 as a result of that. The exact odds have been adjusted somewhat at least a couple of times since then.
And, as of right now, the chances of the team with the worst record picking first are 25%, which is all that matters. That might not sound so good if your team has the worst record in the NBA, but, objectively speaking, it's not bad. Maybe not good enough to deliberately tank for, but I guess that depends on how well the guy who's going to be picked at #1 has been playing.
So out of 15 lottos the top 2 teams got it 3 times or 20% of the time.
Since '94, odds have varied, and other factors have forbidden the #1 team from getting the #1 pick. In '97 and '98, for example, the team with the worst record was Vancouver, but they were forbidden from getting the #1 pick by their expansion agreement... this has been done to other expansion teams as well. The odds of getting the #1 pick are:
Worrying about past picks, particularly when the odds were heavily modified by factors you probably don't know about (like the prohibition on expansion teams), gets you nowhere, unless you think the lottery is rigged. Otherwise, 25% is 25%.
- 250 combinations, 25% chance of receiving the #1 pick
- 199 combinations, 19.9% chance
- 156 combinations, 15.6% chance
- 119 combinations, 11.9% chance
- 88 combinations, 8.8% chance
- 63 combinations, 6.3% chance
- 43 combinations, 4.3% chance
- 28 combinations, 2.8% chance
- 17 combinations, 1.7% chance
- 11 combinations, 1.1% chance
- 8 combinations, 0.8% chance
- 7 combinations, 0.7% chance
- 6 combinations, 0.6% chance
- 5 combinations, 0.5% chance
Since '94, odds have varied, and other factors have forbidden the #1 team from getting the #1 pick. In '97 and '98, for example, the team with the worst record was Vancouver, but they were forbidden from getting the #1 pick by their expansion agreement... this has been done to other expansion teams as well. The odds of getting the #1 pick are:
Worrying about past picks, particularly when the odds were heavily modified by factors you probably don't know about (like the prohibition on expansion teams), gets you nowhere, unless you think the lottery is rigged. Otherwise, 25% is 25%.
- 250 combinations, 25% chance of receiving the #1 pick
- 199 combinations, 19.9% chance
- 156 combinations, 15.6% chance
- 119 combinations, 11.9% chance
- 88 combinations, 8.8% chance
- 63 combinations, 6.3% chance
- 43 combinations, 4.3% chance
- 28 combinations, 2.8% chance
- 17 combinations, 1.7% chance
- 11 combinations, 1.1% chance
- 8 combinations, 0.8% chance
- 7 combinations, 0.7% chance
- 6 combinations, 0.6% chance
- 5 combinations, 0.5% chance
Yes and you get into all the probabilty stuff. Like if you flip a coin 10 times and it comes up tails each time the probabilty it comes up tails again is still 50/50. But at the #1 spot you still have a 75% chance you dont get the pick. So the probabilty is still against you.
Like if you flip a coin 10 times and it comes up tails each time the probabilty it comes up tails again is still 50/50.