So... Duke staying at home during the ACC tournament while their campus was having an outbreak is taking out the ACC slowly but surely. The rat wins again.
Regardless of the potential missing player, I think we can still win. It will be a lot tougher depending on the player but I believe since we used a lot more of our bench players in the tournament it’ll pay off.
It’s obviously possible but that person may not realize dukes situation was very different. That commuted from campus (Dukes campus is currently seeing a massive outbreak with hundreds of cases) and stayed at the same hotel as their football team who was quarantined due to Covid.
Lol, 5 out of the 7 are in the Midwest, and like you said you could include Illinois and Ok St in there as well. Midwest is basically a region on fire.
Favorite comment from the Loyola board so far:
"Yes, they won the ACC Tourney (congrats to them) but they won two games. It's not like they beat Duke, UNC, and Virginia."
lmao. Only the UVA part of that is true. yea we didn't beat any of those teams in the tournament but we beat UNC and beat...
I think a few people have pointed out that teams with a big imposing true center would be rough on us. Think about Brooks when we played Miami. That was rough on us until we adjusted in the 2nd half, but there was the added advantage of Miami not having the other pieces to make that a tough...
I’m excited to be in the finals, but was ready to see us play and now my night is just UNC vs FSU was ready to scream my *** off at a TV tonight for our team.
Yea I think Dukes was kind of self inflicted with how they approached the tournament. Commute from Durham and the players were staying in a campus hotel that supposedly the covid quarantined football team was staying in.
UVAs 1 positive test will be interesting to see how that plays out and/or...
Question. Back when we were in our Covid pause during the regular season did any of our players actually get it?
Also, is it assumed that they’ve already ruled out false positive for UVA or just take 0 chances approach.
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