#1 has to be
What else even comes close?
#1 has to be
What else even comes close?
Pete Maravich's 3 yr collegiate scoring avg of 44.x per game without benefit of 3 pt line.
propman Pete Maravich's 3 yr collegiate scoring avg of 44.x per game without benefit of 3 pt line.
That is impressive. I'll go with that one myself. Pete was my favorite player back then. Got his autograph in 1970 (rookie year) when the Atlanta Hawks played the Celtics at the old Boston Garden.
Modeled my game after him lol, right down to the floppy socks. Loved the Vitalis commercial he did. "Ball control by Maravich, dry control by Vitalis." Died way too young.
Sneakylong I did the same thing (floppy socks) along with the pro Keds.
Anyone good enough to challenge such a record won't be in college for 3 years, to begin with.
UnholyDefenestrator78 just another reason his record will never be broken.
Cy Young 511 career wins as a pitcher.
Yeh even that many starts is pretty freakishly rare nowadays
Cy Youngs win total will NEVER be broken
propman Pete Maravich's 3 yr collegiate scoring avg of 44.x per game without benefit of 3 pt line.
There's a kid from Detroit Mercy just fell 3 points shy of Pete's record. UD may buy their way into some unknown tournament so he gets another game to break the record. Kinda sad. Plus it took him 5 years to do it. He got an extra year because of covid. 60 extra games! Same as Pete, his daddy coached the team so he could shoot all he wanted even though he was only shooting 40%.
UCLA's TEN NCAA basketball championships in eleven years (1964-1975), including SEVEN in a row from
1967-1973, under coach Johnny Wooden. Can't see that ever being beaten, esp. with the transfer portal,
players entering the NBA draft after one or two years in college, etc.
In that class of records that will never be broken (for many reasons) is Tiger Woods:
3 straight USGA Junior Amateurs FOLLOWED by 3 straight USGA Mens Amateurs.
Even 2 straight of either of those would be amazing these days.
Disclaimer: Not a Tiger FanBoy.
Cy Young is the most unbreakable, I think.