Replies: 15
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Orange Blooded [2567]
TigerPulse: 90%
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What are Dabo's goals for the team each year?
Jan 10, 2023, 2:53 PM
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Not sure buy I think they're something like this: Win the 1st game Win the division (I guess no longer) Win the state championship Win the ACC Championship Win the last game Win the National Championship
If it is something similar to that list, then heshouldn't spin graduation #s and 10-Win seasons as the success.
He's the HC/CEO, he needs to manage expectations of the fan base or manage his staff better....at least three times thos year he said he got outcoach we
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Dynasty Maker [3486]
TigerPulse: 97%
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Winning the National Championship isn't one of them. It's
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Jan 10, 2023, 2:55 PM
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just win the last one.
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Orange Blooded [2567]
TigerPulse: 90%
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Based on his own goals: 60% this year***
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Jan 10, 2023, 2:58 PM
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Clemson Conqueror [11545]
TigerPulse: 86%
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he's sly with his goals........
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Jan 10, 2023, 2:58 PM
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a National Championship is not one.
his goals are so carefully crafted that it's possible for them to accomplish 3 out of 5 goals.
by going 2-10
and
by going 11-3 (which was done this year)
the goals need to be adjusted if that's the case.
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All-In [10603]
TigerPulse: 98%
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Joined: 2021
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Re: he's sly with his goals … you are snarky & absurd
Jan 10, 2023, 3:55 PM
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Your legitimacy as a credible poster melted away when chacterizing Dabo as sly if he goes 2 - 10 but then goes on to justify that be citing that terrible losing team as having accomplished 3 of the 5 preseason goals.
Instead of Dabo adjusting the team’s goals, perhaps you should adjust your New Year’s resolutions to refrain from making snarky, absurd commentary about Clemson football.
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Heisman Winner [81282]
TigerPulse: 100%
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He ain't wrong. Win the opener, beat the Coots.
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Jan 10, 2023, 4:14 PM
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If you went 2-10, the Coot game would be the last one, and you would have won the closer.
So, 3 of 5 goals met. Now, I am certain that is not what Dabo had in mind, but that is technically correct.
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Clemson Conqueror [11545]
TigerPulse: 86%
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how is stating the fact about what 2-10 can accomplish......
Jan 10, 2023, 5:26 PM
[ in reply to Re: he's sly with his goals … you are snarky & absurd ] |
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goal wise????
Dabo wrote them...........not me............blame him that 2-10 CAN TECHNICALLY get you to 3 of 5 goals winning the "right ones"
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Tiger Spirit [10030]
TigerPulse: 57%
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Joined: 2006
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Re: What are Dabo's goals for the team each year?
Jan 10, 2023, 3:03 PM
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Take out win the National Championship because that would be the last game. Same goals every coach has.
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Offensive Star [326]
TigerPulse: 66%
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Re: What are Dabo's goals for the team each year?
Jan 10, 2023, 3:04 PM
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Have you told him this in your weekly 1:1's?
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Orange Immortal [60482]
TigerPulse: 100%
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Re: What are Dabo's goals for the team each year?
Jan 10, 2023, 3:05 PM
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1. Win the Opener 2. Win the Division (I guess now be one of the top 2 teams in the standings going forward) 3. Win the State 4. Win the Conference 5. Win the Closure
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Orange Immortal [68218]
TigerPulse: 100%
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Here...
Jan 10, 2023, 3:18 PM
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Win the first one Win the division Win the state Win the conference Win the last one
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Top TigerNet [31836]
TigerPulse: 100%
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Well, the win the division goal now have to just be when the ACC
Jan 10, 2023, 3:23 PM
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Since divisions are going away
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All-In [10603]
TigerPulse: 98%
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Joined: 2021
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Re: Well, the win the division goal now have to just be when the ACC
Jan 10, 2023, 3:57 PM
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‘Winning the Division’ could legitimately be replaced with ‘getting to the ACC Championship game.’
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Hall of Famer [8352]
TigerPulse: 100%
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Re: What are Dabo's goals for the team each year?
Jan 10, 2023, 3:57 PM
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Hall of Famer [8352]
TigerPulse: 100%
43
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Re: What are Dabo's goals for the team each year?
Jan 10, 2023, 3:57 PM
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Ring of Honor [21530]
TigerPulse: 100%
53
Posts: 17837
Joined: 2005
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According to the Tnets
Jan 10, 2023, 3:57 PM
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cash his checks and run the program into the ground
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Replies: 15
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