GW Hoops

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6/06/2024 1:53 pm  #1


2024-2025 Lineups

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[/img][/img]A poster on the Miami Hurricanes 247 site has put together an extensive spreadsheets with their projected lineups for almost every team in the country. The GW lineup is not accurate in my opinion but figured I'd share with everyone. Side note - I found out today there is a GW 247 page but without a board/dedicated writer, there isn't much reason to visit the GW 247 page. 

https://docs.google.com/spreadsheets/d/1C6X6kC_ThG80hYeZTYjb-sTBcFSAV-ah6x-jYST7ngk/edit?pli=1&gid=2123961579#gid=2123961579

https://247sports.com/college/george-washington/

 

Last edited by GW18 (6/06/2024 1:54 pm)

 

6/06/2024 1:55 pm  #2


Re: 2024-2025 Lineups

I tried posting a screen shot of the GW depth chart and it obviously didn't appear in my post but click on the google doc and you'll find it. 

     Thread Starter
 

6/06/2024 2:07 pm  #3


Re: 2024-2025 Lineups

Gun to my head my lineup would be:
PG - Jacoi
SG - Trey
SF - GJ
PF- DBJ
C - Castro

I think there's a reason why all 4 freshman came back for a second season. 

 

6/06/2024 2:54 pm  #4


Re: 2024-2025 Lineups

Thank you for posting GW 18.  So much nicer talking about projected lineups than the gloom and doom prognostications regarding the inevitable demise of the program as some are predicting.  As for the starters themselves, Buchanan and a (hopefully) healthy Johnson would seem to be no brainers as starters (at the 3 and 4, as predicted).   At the point, the projection was Moss over Jones, which I understand based uopn Jones being a first year player.    My guess would seem to be Hutchinson, who is listed as a shooting guard. To me, Hutchinson seemed to show the most improvement as the season progressed and he saw enough minutes to be considered a veteran.   At the center, he seems to choose defense and pedigree (Castro) over offense (Hansen).  Unfortunately, with Castro, I think one "Stretch" 201.   Could Harvey improved/developed sufficiently to play meaningful minutes?   Even if yes, I don't see him starting.  That brings us to the shooting guard.  The prediction was for the much travelled Drumgoole.   Looks to be a stats filler (ala Edwards) but I just don't know how good he is.   A possible option at the two would be Autry, probably my most disappointed newcomer this side of Benny Schroeder.   Billed as a dead eye 3 point shooter, maybe like Jones he needed a year to develop before approaching his potential.   Bottom line...again its good to talk basketball.

 

6/06/2024 3:15 pm  #5


Re: 2024-2025 Lineups

I would guess Sean Jensen qill be our starting center
 

 

6/06/2024 3:28 pm  #6


Re: 2024-2025 Lineups

Agree that Hutchison should be penciled in at the point, if nothing else than for his defense. 

Personally, I am kind of hoping for Hansen to be the starter over Castro (unless Castro makes a big leap).  I think Hansen’s shooting and passing will be a perfect fit next to DBJ, so if his defense and rebounding are good enough for him to start, a front court of Garrett, DBJ, and Hansen could be a nightmare for opposing teams to guard.

At the two, I think it’s pretty open between Drumgoole, Moss, and Autry.  If we need another ball handler, Moss may get the nod; if we want size and experience, it’s Drumgoole.  Or Autry if he makes the sophomore leap.  I suppose Jones could be in the mix, too, if his defense is as good as advertised. 

Ultimately I would expect all three of those possible starters to play a lot and who finishes the game may be about matchup and hot hand.

 

6/06/2024 5:33 pm  #7


Re: 2024-2025 Lineups

CC certainly gave Trey (Autry) many chances to start last year even with mistakes he made based on potential so I wouldn't be surprised by the lineup that GW0509 posted above being how it looks on opening night barring any injuries. There's also a world where Drumgoole starts at the 2, although defensively his numbers aren't any different from Max. Really only Jacoi and Darren are locks for me based on two way ability.

Fingers crossed that Garrett is 100% by November. He did a lot of things well but had lapses defensively and wasn't nearly as effective when teams ran him off the three point line. Still his ability + height combo is lethal. I thought there was a possibility of the last scholarship going to a backup wing but perhaps CC is content with Drumgoole sliding to the 3 when Garrett rests.

Forecasting the bench unit may be an even more interesting exercise. Moss has too much potential to not see significant minutes - I guess sharing the floor with CJ would allow CC to have multiple playmaking guards on the court at all times. I'm guessing Ty probably doesn't see too many minutes in year 1. Can Zam play enough minutes as a back up 4 so Jun isn't playing all 40 minutes?

Long Suffering Fan wrote:

Unfortunately, with Castro, I think one "Stretch" 201. Could Harvey improved/developed sufficiently to play meaningful minutes?

That feels a bit extreme. Akingbola was glued to the bench for multiple seasons at Auburn. Castro on the other hand was actually in Providence's rotation last year (funnily enough partly due to Will McNair leaving prematurely - as we all know he ended up at Providence after visiting GW). He has some things to work on offensively but I think he some ability on that side of the ball and will help (it's also admittedly hard for him to be as raw as Stretch was). At this point, expecting Keegan to play minutes period would be a surprise - it's always nice to have insurance up front though.

Long Suffering Fan wrote:

Autry, probably my most disappointed newcomer this side of Benny Schroeder. Billed as a dead eye 3 point shooter, maybe like Jones he needed a year to develop before approaching his potential.

Trey certainly had to find himself for half the season, but over the last seven games he shot 12/24 from 3 and finished the year shooting a respectable 34% from deep after a really rough start. He also really helped out with rebounding at the end of the year. He made his share of freshman mistakes but during our long losing streak I actually wish he played even more than he did for experience.

Free Quebec wrote:

Personally, I am kind of hoping for Hansen to be the starter over Castro (unless Castro makes a big leap). I think Hansen’s shooting and passing will be a perfect fit next to DBJ, so if his defense and rebounding are good enough for him to start, a front court of Garrett, DBJ, and Hansen could be a nightmare for opposing teams to guard.

GW0509 said it best sometime back that Hansen may be the highest floor guy we've had in quite some time (and perhaps the best transfer get of the quartet). Last year it was Akingbola and no one behind him. This year at least there is some rotation at the 5 closer to Hunter/Noel from the previous year. Hansen isn't a liability defensively by any means, but I still somehow feel like there is a higher ceiling if Castro ends up being the guy at the 5. I guess I'm coming from a place where I'm less worried about the offense and am really looking to see significant improvements defensively and what lineup has the most potential based on that.
 

 

6/06/2024 5:44 pm  #8


Re: 2024-2025 Lineups

I remember reading that Hansen could possibly serve as a stretch-4. Based on people who have seen him and Castro play, is there a reality where both are on the floor at the same time?

 

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