MBB: UC Davis at Cal Poly, Saturday, Feb. 27 at 2:00 So men's side. If all games get played, the average would be 14.5 games. We max out at 10. So unless 4 games get cancelled that aren't ours, we'll pick up a loss on the adjusted record.
I believe the only way we could get first is if four games get cancelled so we don't get tagged with a loss. If not enough games get cancelled, we win twice and end at 7-4 adjusted record (.636 winning percentage). UCSB would have to lose twice to go 11-5 (.686 winning percentage). If 4 games get cancelled, we'd finish at 7-3. We'd also need Irvine to lose at least one game or have their games get cancelled. That being said, UCSB plays 1-13 Cal Poly so they probably aren't even losing once, let alone twice.
As for the three seed, let's say we win twice and 3 or fewer games get cancelled. We finish 7-4. If UCR wins twice, they finish at 8-4 (.667 winning percentage). So they'd be ahead of us. If they lose once, we'd finish third. So we're not guaranteed the third seed if we win twice. If we finish tied with UCR, which would require them to play only one game and win it, they'd have the tiebreaker because they beat UCSB and we didn't.
The one caveat is the interpretation of the rules. It says:
If any team plays more than four (4) games less than the average number of games played by all Conference teams, said team will add losses to their win-loss record (losses only added until minimum threshold is met) to create an adjusted winning percentage for Conference play.
I take that to include fractions of a game. So if all games get played, the average is 14.5. We'd play 10. So the difference is 4.5 and based on the math I was taught in school, 4.5 > 4.0, so we'd tack on a loss to get the difference between average games played and our games played under 4. If they interpret that to mean you'd have to play 5 full fewer games than the average before a loss is added on, then it changes things. Then if we win twice we'd be the 3-seed since we'd be 7-3 (.700) and UCR could max out at 8-4 (.667).