I thought was the only one.
The camera man just sat there after the announcer said he broke his leg
Thompson's reaction was
I thought was the only one.
The camera man just sat there after the announcer said he broke his leg
Thompson's reaction was
What Thompson do?
I thought was the only one.
http://data:image/png;base64,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 http://data:image/png;base64,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
http://data:image/png;base64,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
Somebody will be adding the crying Jordan face to his leg shortly.Looks like his shoe aint on all the way.
Y'all still got Unc tho Bruh... Smart can't shoot for shit thoseason just started and i am over it .
Looks like his shoe aint on all the way.
I can already tell Kyrie gon' play too many minutes. These guy got heart, but without Gordon, they don't have that other guy who can really fill it up.
They saying x rays negative just a dislocation
Where you hear that at?They saying x rays negative just a dislocation
Especially if non shooting Dajuan Wagner, Jr. Keep a startingBoston don't know what they up against
If true this is the best outcome.
Damn... Finals #8 in a row for LeBron....
...and Boston is fucked. Smart is gonna get big minutes now and he might just be one of the worst shooters in the fucking league....
...side note, Kyrie may fuck around and average 35ppg now...
Y'all still got Unc tho Bruh... Smart can't shoot for shit tho
If ya'll believe that shit
Naw, they will play Rozier and Smart some at point. They're ok. Their problem is they don't have any interior defenders or rim protectors.
Nigga....If true this is the best outcome.
Especially if non shooting Dajuan Wagner, Jr. Keep a starting
Nigga....