Can you fit in that? I’d always imagined you as a taller dude.
GTI can probably accommodate 6'6" pretty comfortably.
Can you fit in that? I’d always imagined you as a taller dude.
Let me guess, you bought a V6 Camaro.
Yeah but aren’t gti’s known to be compact hatches?GTI can probably accommodate 6'6" pretty comfortably.
It's fairly roomy. I dont know how it compares to other hatches, but it has more room than my old sedan.Yeah but aren’t gti’s known to be compact hatches?
They’re not known to have a roomy interior.
Yeah but aren’t gti’s known to be compact hatches?
They’re not known to have a roomy interior.
If the jazz gets the top pick @Saint Cy of JFC should order all of us Flagg jerseysJust got off a work call. Got a 10K raise.
Hopefully that is foreshadowing for more good news to come.
#2 hurts more. #5 is just expected.It’s so perfect for the Jazz to win for the first time ever tonight, it just has to happen.
No ****ing chance the Jazz or me actually win something like this.
I’m just jumping between those two thoughts all day today. The real question is whether #5 or #2 hurts more
Interesting, let me work on this, along with other scenarios, i.e. one team, two teams, etc. are in the top 4.Question for percentages people. If we have counted down from #14-6 and no team has jumped into the top 4 yet. What are the chances at that moment the Jazz are #5?
Yes, but it’s really an 86% chance.It's a funny feeling to be "excited" for an event where you have a 47.9% chance of getting kicked in the balls.
OK, nevermind on the other scenarios. It would depend too much on who jumped in to the top 4 and who fell to 6th and I don't want to calculate all of that out.Interesting, let me work on this, along with other scenarios, i.e. one team, two teams, etc. are in the top 4.
So, the top 5 teams have the following number of balls:Question for percentages people. If we have counted down from #14-6 and no team has jumped into the top 4 yet. What are the chances at that moment the Jazz are #5?
There are different odds for the 2nd, 3rd, and 4th pick. In this scenario we would have a 20.7% chance at 2, 20% chance at 3, and 19.4% chance at 4. Add those together and the difference is 18.5% chance at 5th.So, the top 5 teams have the following number of balls:
1: 140
2: 140
3: 140
4: 125
5: 105
Add those up, and there are 650. That means there is about a 21.5% chance of us getting chosen for 1, 2, 3, or 4, for a total of about 86%. Meaning at the point there would be about a 14% chance of us getting the #5.