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It's time to abandon derivatives of "Must Win" in game day threads


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Posted
22 hours ago, #freejame said:

This may be a controversial opinion, but it's time to abandon variations of "Must Win" in game day threads. They are the greatest constant during our run of futility and it's time it's left in the past. If there was ever a horse that was beat to death, it's posters commenting Mustard Wegmans and the ilk in game day threads. We haven't had a must win game in 10+ years and that's obviously part of the joke. If people are as optimistic as they say they are, let's leave our old traditions of essentially mocking ourselves and move forward.

 

/rant

More Wussies. 

First it was a crackdown on bouncy boob gifs and now this! 

 

How about "should prevail"?   It just doesn't carry the message.  

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Posted

Totally want to abide by original posters wishes. I pledge never to use "must win!". From this time forward I recommend " can't lose!" as a replacement.

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Posted

What you think you become. Its time to collectively start manifesting great outcomes for this team. This is going to be a great year and a huge step forward for this franchise and for this fanchise. Take no prisoners.

Posted
10 hours ago, Radar said:

Totally want to abide by original posters wishes. I pledge never to use "must win!". From this time forward I recommend " can't lose!" as a replacement.

 

10 hours ago, steveoath said:

Creativity Lacking.

 

 

/jk sorry

Cunning Linguist.

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Posted
On 10/8/2022 at 1:58 AM, GASabresIUFAN said:

Maybe we need to start a noobie dictionary thread for the sites’ abbreviations, contractions and other terms of art.

for example:  DG or DM or Donnie Meatball = HC Don Granato  

Ol Sugar Packets 

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Posted

Derivative of MW

= lim [h->0] (MW(x+h) - MW(x))/h

= lim [h->0] (MW(x) - MW(x-h))/h

= lim [h->0] (MW(x+h) - MW(x-h))/(2h)

So no more calculus in the GDT?

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Posted
38 minutes ago, Marvin said:

Derivative of MW

= lim [h->0] (MW(x+h) - MW(x))/h

= lim [h->0] (MW(x) - MW(x-h))/h

= lim [h->0] (MW(x+h) - MW(x-h))/(2h)

So no more calculus in the GDT?

Marvin, What? 😉

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Posted
47 minutes ago, Marvin said:

Derivative of MW

= lim [h->0] (MW(x+h) - MW(x))/h

= lim [h->0] (MW(x) - MW(x-h))/h

= lim [h->0] (MW(x+h) - MW(x-h))/(2h)

 

This is fuel for those sweat inducing school nightmares I have.  

Posted
55 minutes ago, Marvin said:

Derivative of MW

= lim [h->0] (MW(x+h) - MW(x))/h

= lim [h->0] (MW(x) - MW(x-h))/h

= lim [h->0] (MW(x+h) - MW(x-h))/(2h)

So no more calculus in the GDT?

Math whiz.

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Posted
On 10/7/2022 at 5:21 PM, #freejame said:

Mustard Wegmans

The irony here is that I liked this variation so much that it swayed me against your thesis.

On 10/8/2022 at 1:24 PM, K-9 said:

Depends. By “mediocre”, did you mean poor or average? 😄

It is only occurring to me now that this board debate is reminiscent of the discussion of an unladened swallow in Monty Python's Holy Grail.

On 10/9/2022 at 1:16 PM, Indabuff said:

As an admitted offender, I always thought it was a (mostly) clever way of people to check in.  Not sure what an alternative could be. 

Yeah - it's just a thing, imo.

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