Cash Game Cash poker design (1 Viewer)

[navels]

Aquaman?

 

[Bluffhunter]

Does anyone know where I can find more videos where they show you the different ratios and % chances for the viewers at the bottom of the screen like they do it in the video?
It is a good learning tool

 

[Trihonda]

YouTube... poker.

It’s everywhere. TV shows abound.

 

[Alex Lundstrum]

Does anyone know where I can find more videos where they show you the different ratios and % chances for the viewers at the bottom of the screen like they do it in the video?
It is a good learning tool

Also look for the rule of 2 and 4, a good starting point when learning to calculate pot odds.

 

[gopherblue]

At the end of the night, lets just say is 1 am. We end the game and everyone counts their chips. If for example I have 276 chips, and this could be combination of Red 5 value chips, green 20 value chip and 1 value chip which is most of the time either NCV or blank chip, or it also could be chip with $.50 written on it, you just divide 276/2= $138, so you get $138 from the bank. You can count then how many times you bought in and figure it out if you lost money or you won money. If you bought in only once, in the beginning of the game, you are up $88 at the end of the night.

I am not sure why this is difficult concept to understand.
I will explain this again.
We assign a value to a chip, lets call this chip A, this chip it is either blank or NCV chip. We say this chip is worth $0.50
Every player buys in $50, so they get 100 of the chip A.
The bank also has red chips (lets call this chip B) and green chip (lets call this chip C)
The red chip is "5" and green is "20", meaning the red has a value of 5 chips and green has a value of 20 chips.
A chip= NCV or blank chip, count as 1
B chip= Red chip, has "5" on it and counts as 5 chips
C chip= Green chip, has "20" on it and counts as 20 chips

We start the game and 1 player decides to raise 27 chips A. Everyone can easily either call it and put 27 chips A or they can if they have put 5 chips B and 2 chips A, which their total is equal at 27. They could also put 1 chip C and 7 chips A etc.
It basically makes everyone able to call/match the raise really fast, instead of thinking of $13.5, they know they just need to put 27 chips, whichever combination of chips they have and is easier for them.

This sounds a lot like Calvinball...

 

[Trihonda]

This sounds a lot like Calvinball...

View attachment 234763

Lol. Too funny.

I found a game that might be Slightly less complicated to play..

I looked it up, and every game piece on that board is only worth 1 chip

 

[SeanGecko]

Addition. Add up chips there’s my total.
Vs
Add up chips now divide the chips to determine your total.

 

[Beakertwang]

I looked it up, and every game piece on that board is only worth 1 chip

And every chip is worth 2.83 denarii.

 

[dmalhi1]

And every chip is worth 2.83 denarii.

I raise a fistful of denarii....

 

[Mental Nomad]

Time to make a hexadecimal poker set.

Denominations: 1, 4, 10, 40, 100 (as hex values.)

It's a perfect progression!

1 x 4 = 4,
4 x 4 = 10,
10 x 4 = 40,
40 x 4 = 100

1 (1 in decimal)
4 (4 in decimal)
10 (16 in decimal)
40 (64 in decimal)
100 (256 in decimal)

The blinds progression in a tournament would be SOOO EASY!

(Include fracs for a cash game... 1/4 and 1/10. Remember, to make up a whole 1 chip from 1/10 chips, just count up F of them.)

 

[SeanGecko]

Time to make a hexadecimal poker set.

Denominations: 1, 4, 10, 40, 100 (as hex values.)

It's a perfect progression!

1 x 4 = 4,
4 x 4 = 10,
10 x 4 = 40,
40 x 4 = 100

1 (1 in decimal)
4 (4 in decimal)
10 (16 in decimal)
40 (64 in decimal)
100 (256 in decimal)

The blinds progression in a tournament would be SOOO EASY!

(Include fracs for a cash game... 1/4 and 1/10. Remember, to make up a whole 1 chip from 1/10 chips, just count up F of them.)

Head

Splode

 

[dmalhi1]

Time to make a hexadecimal poker set.

Denominations: 1, 4, 10, 40, 100 (as hex values.)

It's a perfect progression!

1 x 4 = 4,
4 x 4 = 10,
10 x 4 = 40,
40 x 4 = 100

1 (1 in decimal)
4 (4 in decimal)
10 (16 in decimal)
40 (64 in decimal)
100 (256 in decimal)

The blinds progression in a tournament would be SOOO EASY!

(Include fracs for a cash game... 1/4 and 1/10. Remember, to make up a whole 1 chip from 1/10 chips, just count up F of them.)

 

[dmalhi1]

Head

Splode

This is why it was important to stay awake in algebra class.....

 

[SeanGecko]

Honors English remedial math. I’m a Counselor not an accountant.

 

[Beakertwang]

Honors English remedial math. I’m a Counselor not an accountant.

How does that make you feel?

 

[SeanGecko]

How does that make you feel?

Actually
“That would make me feel shitty too.”

Is said more often.... is that bad?

 

[Alex Lundstrum]

Time to make a hexadecimal poker set.

Denominations: 1, 4, 10, 40, 100 (as hex values.)

It's a perfect progression!

1 x 4 = 4,
4 x 4 = 10,
10 x 4 = 40,
40 x 4 = 100

1 (1 in decimal)
4 (4 in decimal)
10 (16 in decimal)
40 (64 in decimal)
100 (256 in decimal)

The blinds progression in a tournament would be SOOO EASY!

(Include fracs for a cash game... 1/4 and 1/10. Remember, to make up a whole 1 chip from 1/10 chips, just count up F of them.)

I see your B and raise you 2B!

 

[Mental Nomad]

I see your B and raise you 2B!

No string bets!