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A concise list of 2+2 theorems A concise list of 2+2 theorems

09-16-2009 , 03:53 PM
Quote:
Originally Posted by juguerra
This is so true.
+2
A concise list of 2+2 theorems Quote
09-16-2009 , 04:06 PM
The aquarium has the "please, do not feed the fish" sign.

I propose that all micro players hang above their PC:

"Please, do not bluff the fish".
A concise list of 2+2 theorems Quote
09-16-2009 , 04:44 PM
I have the River monster theorem.

At least in micro stakes, when someone raises all in on the river or puts a rediculouly large overbet in on the river, if they are not a maniac, they usually have the nuts or the second nuts, in some cases they have 3rd nuts.

I don't believe calling here is profitable with the 3rd nuts, I'm not even sure if calling with the 2nd nuts is profitable but if you have a full house but there are 5 other full houses or quads that can beat you, I would suggest breaking Zeebo's Theorem.
A concise list of 2+2 theorems Quote
09-16-2009 , 05:24 PM
Quote:
Originally Posted by jack4you
I have the River monster theorem.

At least in micro stakes, when someone raises all in on the river or puts a rediculouly large overbet in on the river, if they are not a maniac, they usually have the nuts or the second nuts, in some cases they have 3rd nuts.

I don't believe calling here is profitable with the 3rd nuts, I'm not even sure if calling with the 2nd nuts is profitable but if you have a full house but there are 5 other full houses or quads that can beat you, I would suggest breaking Zeebo's Theorem.
Make an exception for flushes. As long as the board doesn't contain four to a flush, micro players usually consider any flush the nuts. Not sure if this applies when the board is paired.
A concise list of 2+2 theorems Quote
09-16-2009 , 07:38 PM
Quote:
Originally Posted by DDAWD
Make an exception for flushes. As long as the board doesn't contain four to a flush, micro players usually consider any flush the nuts. Not sure if this applies when the board is paired.
In my experience, more times then not if they are shoving on the river on a paired board they have a full house.

I don't think it's profitable in the long run to call an all in with a flush on a paired board, not in my experience so far.
A concise list of 2+2 theorems Quote
09-23-2009 , 09:37 AM
Quote:
Originally Posted by Cry Me A River
Damn this forum is full of alkys!
I can shtop anytime! Hic
A concise list of 2+2 theorems Quote
09-23-2009 , 02:43 PM
thanks, it will help.
A concise list of 2+2 theorems Quote
12-10-2009 , 07:00 PM
Nice post. Would like to see some more confirmed theorems added to the original post!
A concise list of 2+2 theorems Quote
12-12-2009 , 03:06 AM
Could this qualify as a sticky?
A concise list of 2+2 theorems Quote
01-27-2010 , 04:14 AM
nice definitely useful info
A concise list of 2+2 theorems Quote
01-28-2010 , 08:57 AM
can someone explain to me what "a sarcastic excuse for spew" means please ? (it the Reliability part of the Yeti Theorem)
A concise list of 2+2 theorems Quote
03-25-2010 , 01:23 AM
I'm going to have to disagree on Zeebo's Theroem: No one's ever folded a full house. If the board has 2 kings and 2 queens and you have a queen, you're not going to fold that?
A concise list of 2+2 theorems Quote
03-25-2010 , 02:35 AM
I think the theorem is talking about spots where board is low and has something like 555K on it and you have quads. Then you should bet to your hearts content because no one will fold a K.
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03-25-2010 , 02:50 AM
thanks to threads like these more ppl are doing the exact opposite.
A concise list of 2+2 theorems Quote
03-25-2010 , 02:55 AM
Quote:
Originally Posted by DSREK7
I'm going to have to disagree on Zeebo's Theroem: No one's ever folded a full house. If the board has 2 kings and 2 queens and you have a queen, you're not going to fold that?
You might, but randoms won't.
A concise list of 2+2 theorems Quote
07-14-2010 , 02:19 AM
I kinda agree that is a spot where even some randoms will fold. but if zeebo's theorem is premised in low stakes than for sure not folding. easily anyone higher could conceivably lay down a queen on KKQQx board.
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01-10-2011 , 02:49 AM
bump for new contributions
A concise list of 2+2 theorems Quote
01-10-2011 , 02:54 AM
The Jack-Ten Theorem

Regardless of positions,

Any time JT makes the nuts,

someone has it.
A concise list of 2+2 theorems Quote
01-10-2011 , 06:21 AM
Quote:
Originally Posted by TJ Eckleburg12
The Jack-Ten Theorem

Regardless of positions,

Any time JT makes the nuts,

someone has it.
+1000

Annnnnnnd the AK theorem. When ya flop top 2 pair with AK, someone has the bottom set, every ....single.....frackn.....time.
A concise list of 2+2 theorems Quote
01-10-2011 , 09:03 AM
Courtesy of gadolparah:


The Three-Button Theorem
: With the nuts on the river it is most profitable to bet slightly less than all-in.

Proof: When you set your opponent all-in he has two options, call and fold. Hence he will call 50% of the time, and fold 50% of the time. When you bet slightly less, he has the additional option to raise. Hence the likelihood of a fold is reduced to one third. Thus, all the money (or almost all of it) goes in two thirds of the time, and we increase our expected winnings by one sixth of our river bet. Q.e.d.
A concise list of 2+2 theorems Quote
01-10-2011 , 09:06 AM
^^ LOL i need to try that
A concise list of 2+2 theorems Quote
01-10-2011 , 09:09 AM
Quote:
Originally Posted by Cangurino
Courtesy of gadolparah:


The Three-Button Theorem
: With the nuts on the river it is most profitable to bet slightly less than all-in.

Proof: When you set your opponent all-in he has two options, call and fold. Hence he will call 50% of the time, and fold 50% of the time. When you bet slightly less, he has the additional option to raise. Hence the likelihood of a fold is reduced to one third. Thus, all the money (or almost all of it) goes in two thirds of the time, and we increase our expected winnings by one sixth of our river bet. Q.e.d.
I'm sure that's actually worked for me a few times. I think the fish sometimes just go "FU I'm all-in" without actually realising they have zero fold equity for their last $1.50 in a $98 pot.
A concise list of 2+2 theorems Quote
01-10-2011 , 12:12 PM
Quote:
Originally Posted by Cangurino
Courtesy of gadolparah:


The Three-Button Theorem
: With the nuts on the river it is most profitable to bet slightly less than all-in.

Proof: When you set your opponent all-in he has two options, call and fold. Hence he will call 50% of the time, and fold 50% of the time. When you bet slightly less, he has the additional option to raise. Hence the likelihood of a fold is reduced to one third. Thus, all the money (or almost all of it) goes in two thirds of the time, and we increase our expected winnings by one sixth of our river bet. Q.e.d.
I really think this is 100% accurate.
A concise list of 2+2 theorems Quote
01-10-2011 , 12:43 PM
Quote:
Originally Posted by TJ Eckleburg12
The Jack-Ten Theorem

Regardless of positions,

Any time JT makes the nuts,

someone has it.
this is good, mine was similar but a bit more general purpose.

the taglius theorem:

If you're wondering if someone has a jack in a multi-way pot, the answer is yes. Someone always has a jack.
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01-10-2011 , 01:41 PM
nobody ever has anything - think thats aejones theorem isn't it?
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