2020-10-06

Super Bowl LV Projection, Week 4, Final

Kansas City over Green Bay

Both conference favorites re-took their positions after losing them due to playing a day later this week. I noticed both teams crossed the 10% mark for chances of being the champion, which reminded me that I hadn't yet started listing the first teams to cross such barriers. As it turns out I only missed one of the marks I traditionally track, which was in week 3 when Kansas City reached the 80% mark for making the playoffs. With an extra playoff team in each conference this year we could expect some different behavior, but 80% was reached at the same point as last year, and 90% was a gameday later, which is effectively the same point, within the margin of error of a schedule quirk. It took longer for anyone to reach the 10% mark of winning it all, which is probably also because of the extra playoff team. In the past a dominant team would be very likely to get a bye by landing at #1 or #2, but now only the cases where they are #1 result in a bye. A #2 finish now comes with some chance of not making the next round. 

I noticed we've got 4 winless teams at 0-4. We also had that last year, along with an 0-3 and 0-3-1 team, so it's nothing crazy. However, I wanted to look ahead to see what our chances were of seeing 2 winless teams face off, and none of them play each other! So finishing with 4 0-16 teams is not out of the question. At the other extreme, we will get a 4-0 vs 3-0 this week, Buffalo at Tennessee.

TEAMRecordStrengthDivPlyffWCQtrSemiChamp
KC4-00.58382.6693.7967.9137.3120.1211.01
GB4-00.57072.0191.7965.8936.3819.7810.26
IND3-10.59255.4479.5750.1427.7615.248.48
BAL3-10.58342.2777.7547.5625.7713.867.58
SEA4-00.54949.0784.6156.1329.4215.197.55
BUF4-00.53974.4487.1053.0126.1612.706.39
TB3-10.54956.8274.7445.1723.6312.176.05
LAR3-10.55126.5469.6543.0022.4911.685.84
PIT3-00.54335.6574.4543.2821.5210.605.38
SF2-20.57013.5949.6929.8016.088.694.51
CHI3-10.50923.9865.4736.6617.398.223.77
TEN3-00.51139.9668.8236.5016.867.743.68
CLE3-10.49717.4355.1626.9011.965.322.45
NE2-20.51020.6145.2822.0510.094.632.20
ARI2-20.51210.8139.1320.389.754.672.15
NO2-20.50023.0243.5521.7510.164.712.12
CAR2-20.49417.3839.9320.009.204.221.87
DAL1-30.47232.7635.4615.816.842.961.25
PHI1-2-10.45536.3938.7016.726.962.891.17
LV2-20.48510.1729.2513.285.742.501.12
CIN1-2-10.5004.6524.1311.305.052.281.06
MIA1-30.4944.4018.208.303.651.620.74
WAS1-30.43823.4926.2910.914.361.740.68
LAC1-30.4743.4017.697.743.261.380.61
MIN1-30.4692.5716.367.573.261.420.59
DEN1-30.4663.7712.715.422.240.940.40
DET1-30.4541.4312.105.342.220.940.38
JAC1-30.4613.6311.835.002.050.850.36
ATL0-40.4522.774.762.000.840.350.14
NYG0-40.4007.367.772.871.040.380.13
HOU0-40.4240.962.590.990.370.140.05
NYJ0-40.4010.551.700.610.210.080.03

First to 10% chance of Superbowl win: Kansas City and Green Bay (Week 4, Final)

First to 80% chance of Playoffs: Green Bay (Week 3, Sunday)
First to 90% chance of Playoffs: Kansas City and Green Bay (Week 4, Final)

[Week 1] Baltimore over Washington
[Week 2, Thursday] Baltimore over Washington
[Week 2, Sunday] Baltimore over Green Bay
[Week 2, Final] Baltimore over Green Bay
[Week 3, Thursday] Baltimore over Green Bay
[Week 3, Sunday] Baltimore over Green Bay
[Week 3, Final] Kansas City over Green Bay
[Week 4, Thursday] Kansas City over Green Bay
[Week 4, Sunday] Indianapolis over Seattle

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