So I ran 100 test sims for each of the 5 Week 13 Games, and here are the results*:
* I am not responsible for you doing badly on predictions 
Using these results, we can determine a number of probabilities for the playoffs.
NSFC Playoffs
The first and second seeds are locked up by
(11-1) and
(6-6) respectively.
also have HFA locked up.
The third seed is between
(4-8),
(4-8), and
(3-9).
are the 3rd seed if:
are the third seed if:
and
go to Points For tiebreaker if:
have a 12 point advantage in Points For.
![[Image: k9fbagn.png]](https://i.imgur.com/k9fbagn.png)
Gaussian Estimation for points scored in W13
![[Image: ubSzlyG.png]](https://i.imgur.com/ubSzlyG.png)
Convolution of the two Gaussians to find the difference of the points
Testing shows that there is a 44.0% chance that
score 12 or more points compared to what
score, therefore of this 6.08%:
The first and second seeds are locked up by
(9-3) and
(8-4) respectively. (
are 6-2 in conference,
are 5-3) They would also have HFA locked up in respective order should the
be eliminated.
The third seed is between
(6-6) and
(5-7).
are eliminated at (4-8).
are 3rd seed if:
and
go to Points For tiebreaker if:
have a 78 point advantage in Points For.
![[Image: n8TRPJr.png]](https://i.imgur.com/n8TRPJr.png)
Gaussian Estimation for points scored in W13
![[Image: yx8uVSZ.png]](https://i.imgur.com/yx8uVSZ.png)
Convolution of the two Gaussians to find the difference of the points
Testing shows that there is a 0.000000141% chance that NOLA scores 78 or more points compared to
, therefore of this 19.6%:
Code:
OVER 100 SIMS:
COL @ SJS +5.86, COL = 69%
NOLA @ CHI +6.36, NOLA = 70%
OCO @ BAL -3.57, BAL = 58%
PHI @ AUS -8.75, AUS = 72%
YKW @ ARI +0.16, YKW = 53%

Using these results, we can determine a number of probabilities for the playoffs.
NSFC Playoffs
The first and second seeds are locked up by



The third seed is between




- 69.00% -
win
- 15.62% -
lose (31%) +
lose (70%) +
lose (72%)

- 9.30% -
lose (31%) +
win (30%)


- 6.08% -
lose (31%) +
lose (70%) +
win (28%)

![[Image: k9fbagn.png]](https://i.imgur.com/k9fbagn.png)
Gaussian Estimation for points scored in W13
![[Image: ubSzlyG.png]](https://i.imgur.com/ubSzlyG.png)
Convolution of the two Gaussians to find the difference of the points
Testing shows that there is a 44.0% chance that


- 3.40% -
is 3rd seed
- 2.68% -
is 3rd seed
- 87.30% -
is 3rd seed
- 9.30% -
is 3rd seed
- 3.40% -
is 3rd seed
The first and second seeds are locked up by





The third seed is between




- 72.00% -
win
- 8.40% -
lose +
lose


- 19.60% -
lose +
win

![[Image: n8TRPJr.png]](https://i.imgur.com/n8TRPJr.png)
Gaussian Estimation for points scored in W13
![[Image: yx8uVSZ.png]](https://i.imgur.com/yx8uVSZ.png)
Convolution of the two Gaussians to find the difference of the points
Testing shows that there is a 0.000000141% chance that NOLA scores 78 or more points compared to

- 19.59999724% -
is 3rd seed
- 0.00000276% -
is 3rd seed
- 99.99999724% -
is 3rd seed
- 0.00000276% -
is 3rd seed
![[Image: 55457_s.gif]](https://signavatar.com/55457_s.gif)