Here's my C1 Playoff Projection. Picked who I felt was going to win each game this weekend. I did work through the tiebreakers as best as I could. I feel this is accurate given the results are the same as I picked for Thursday/Friday
1. Adams Central (9-0, 46.667)
16. Fort Calhoun (6-3, 40.000)
9. Gothenburg (7-2, 42.556)
8. Ord (7-2, 42.556)
5. Columbus Scotus (7-2, 42.889)
12. Wayne (6-3, 40.333)
13. Cozad (5-4, 40.333)
4. Pierce (9-0, 45.000)
3. Ashland-Greenwood (9-0, 45.333)
14. Valentine (5-4, 40.111)
11. Aurora (6-3, 42.222)
6. Bishop Neumann (42.889)
7. Kearney Catholic (7-2, 42.556)
10. Ogallala (7-2, 42.556)
15. Chase County (5-4, 40.000)
2. Wahoo (9-0, 46.000)
The only thing I know for sure barring any crazy upsets is that Ord and Gothenburg would likely have a rematch regardless the outcome of Thursday's game in Gothenburg. I have Ord winning Thursday but if Gothenburg wins that would put GBurg at the 5 seed and Ord in the #12 spot. And if Ord loses it would push Valentine out of the playoffs and Boys Town would be in.
First 4 out
Boys Town (6-3, 40.000)
Mitchell (5-4, 39.778)
Lincoln Lutheran (5-4, 39.111)
Fairbury (5-4, 39.111)
1. Adams Central (9-0, 46.667)
16. Fort Calhoun (6-3, 40.000)
9. Gothenburg (7-2, 42.556)
8. Ord (7-2, 42.556)
5. Columbus Scotus (7-2, 42.889)
12. Wayne (6-3, 40.333)
13. Cozad (5-4, 40.333)
4. Pierce (9-0, 45.000)
3. Ashland-Greenwood (9-0, 45.333)
14. Valentine (5-4, 40.111)
11. Aurora (6-3, 42.222)
6. Bishop Neumann (42.889)
7. Kearney Catholic (7-2, 42.556)
10. Ogallala (7-2, 42.556)
15. Chase County (5-4, 40.000)
2. Wahoo (9-0, 46.000)
The only thing I know for sure barring any crazy upsets is that Ord and Gothenburg would likely have a rematch regardless the outcome of Thursday's game in Gothenburg. I have Ord winning Thursday but if Gothenburg wins that would put GBurg at the 5 seed and Ord in the #12 spot. And if Ord loses it would push Valentine out of the playoffs and Boys Town would be in.
First 4 out
Boys Town (6-3, 40.000)
Mitchell (5-4, 39.778)
Lincoln Lutheran (5-4, 39.111)
Fairbury (5-4, 39.111)
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