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Saban can have the greatest run of any coach in SEC history come Saturday
Posted on 11/12/13 at 11:56 am
Posted on 11/12/13 at 11:56 am
With win Saturday, Saban will have won in the double digits for a sixth straight season, surpassing The Bear's Bama record 5 seasons in a row, set from 1971-75. This will bring his total to 71-7 for a winning percentage of 91%. Bear's run of 5 yrs was a record of 51-6 for a winning percentage of 89.4%.
The only SEC coach to achieve 6 straight seasons of double digit wins was Steve Spurrier during his tenure at Fla from 1993-98 when he went 65-10 for a winning percentage of 86.6%.
The only SEC coach to achieve 6 straight seasons of double digit wins was Steve Spurrier during his tenure at Fla from 1993-98 when he went 65-10 for a winning percentage of 86.6%.
This post was edited on 11/12/13 at 11:58 am
Posted on 11/12/13 at 12:00 pm to Alahunter
5 straight when they were only playing 10-11 a year is pretty badass.
Posted on 11/12/13 at 12:01 pm to Alahunter
Just make sure you don't tell Saban, he hates that kind of clutter
Posted on 11/12/13 at 12:01 pm to JuiceTerry
Absolutely. That's why I threw in winning percentage as comparison also.
Posted on 11/12/13 at 12:03 pm to Alahunter
Used to play 10 and 11 games when Bear coached....now with SEC Championship game and Bowl, team can play 14....really not a good comparison.
Posted on 11/12/13 at 12:03 pm to Alahunter
That's pretty incredible.


Posted on 11/12/13 at 12:07 pm to TabledTiger
quote:
Used to play 10 and 11 games when Bear coached....now with SEC Championship game and Bowl, team can play 14....really not a good comparison.
That's why you look at winning percentage, genius. Saban's run still tops others based on both factors.
Posted on 11/12/13 at 12:12 pm to Alahunter
Yeah, 2010 would have broken the streak without the extra game (13 to the 12 the Bear played each season, with the tenth victory coming in the bowl game.) OTOH, all the other years in Saban's run would have reached double digit wins well before the extra games were accounted for, so there is that.
The winning percentage is unreal, though.
The winning percentage is unreal, though.
This post was edited on 11/12/13 at 12:15 pm
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