Hunter Bryant

Hunter Bryant (born August 20, 1998) is an American football tight end for the Detroit Lions of the National Football League (NFL). He played college football at Washington.

Hunter Bryant
No. 86 – Detroit Lions
Position:Tight end
Personal information
Born: (1998-08-20) August 20, 1998
Issaquah, Washington
Height:6 ft 2 in (1.88 m)
Weight:239 lb (108 kg)
Career information
High school:Eastside Catholic
(Sammamish, Washington)
College:Washington
Undrafted:2020
Career history
Roster status:Active
Career highlights and awards
Career NFL statistics
Player stats at NFL.com

Early years

Bryant attended Eastside Catholic School in Sammamish, Washington. During his high school career he caught 138 passes for 2,483 yards and 35 touchdowns. He committed to the University of Washington to play college football.[1]

College career

As a true freshman at Washington, Bryant played in nine games with five starts. He finished the season with 22 receptions for 331 yards and a touchdown. As a sophomore in 2018, he played in only five games because of injury.[2] He recorded 11 receptions for 238 yards and one touchdown.[3][4] Bryant returned from the injury in 2019.[5][6][7] Following the 2019 where he was named to the first team All-Pac-12, Bryant announced that he would forgo his senior season and declared for the 2020 NFL Draft.[8]

Professional career

After going undrafted in the 2020 NFL Draft, Bryant was signed by the Detroit Lions.[9]

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gollark: Which I think gives you 2/15.
gollark: It would be quite annoying on larger things, but if you had, say, a 3-sided die, a 4-sided one, and a 5-sided one, and wanted to have 2 of them show a 1, then the possibilities are just 1, 1, anything and anything, 1, 1 (order is 3-sided, 4-sided, 5-sided).So you can work out the probability of each case (1/3 * 1*4 * 1 and 1 * 1/4 * 1/5) and add them.
gollark: Enumerate all the different possibilities where you have X dice showing 3, work out the probability of each, then add them?
gollark: Just multiply the probabilities for getting side X on each die together?

References

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