SeanGecko
4 of a Kind
Milano, are good majestic have 50c
I do the exact same thing.I think 20 chips per denom per player is plenty. When I host .25/.50, I do a $60 max and my starting stacks are:
20x .25
20x $1
7x $5
If I were to do $100 max I would do
20x .25
20x $1
15x $5
Here’s my typical $60 starting stack
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I saw your blog,
You don't have any $0.50 chips. How do you structure your cash game? Or how would you structure your cash game?
Would you play .50/1 or .25/.50?
I think 20 chips per denom per player is plenty. When I host .25/.50, I do a $60 max and my starting stacks are:
20x .25
20x $1
7x $5
If I were to do $100 max I would do
20x .25
20x $1
15x $5
Do you still have that breakdown of the bank for cash game? not sure if my bank is correctView attachment 138608 View attachment 138609
Hmm, not as big a price difference as I'd thought. So now, playability comes into question. What is my workhourse chip? The 20 adds bank and some versatility for growth, the $5 might add more playable "workhorse" chips at lower stakes
This thread has been very entertaining. And this is truly good advice.I host a meetup, with three tables of degens. It’s the only reason I have 300 quarters in my set.
If hosting one table, I do like 20 quarters to start for each player... (requires 200 quarters). BUT I think we can easily play with 100 quarters for each table... that means for YOUR set, I’d stick to ONE rack (100) quarters, if you choose that route...
you could easily use quarters to play a $.50/1 game. So if you get quarters, I’d skip the $.50 chips. CPC chips are expensive, so make your purchase most efficient... I’d rather spend my chip budget money on more useful chips (like more $1 or $5 chips) than buy chips that are redundant. If you choose to make your lowest stake $.50/.50 or $.50/1, then skip the quarters and get 100x$.50.
In choosing a set breakdown, as others have said, you need to determine stakes, number of players, amount of possible rebuys, etc to calculate the total “bank” necessary. Then you want to figure out the number of chips each player will have in their starting stacks, and purchase enough chips to make that happen. Then purchase chips to be used in rebuys...
So for 10 players at $.25/.50 with $60 buyins (and what I think are your preferences towards lots of low denom chips) I’d go with one of these options:
Large budget (lots of room for expansion)
$.25 x 200
$1 x 300
$5 x 400
$25 x 100
1000 chips
Minimum budget
$.25 x 100
$1 x 200
$5 x 280
$25 x 20
600 chips
@Bluffhunter, if you do decide to go with the Outlaws while you work on your CPC customs, just get 100 each of the .25's and the .50's. It will only cost you $16 extra, and you can try each in games to see what works better for you.
Good point!Lol I disagree. It might work, because that’s what they’re used and don’t know any better. I think if he’s trying to implement a better structure, just ditch the idea of redundancy in chip denominations from the start. Go with a more efficient game plan from the beginning. Otherwise it might confuse an already easily confused player pool...![]()
The outlaw .50 chip is a lot nicer chip than the .25 one, but if no one gets .50 and I rarely see any custom cpc sets with .50 maybe I shouldn't buy it.you could easily use quarters to play a $.50/1 game. So if you get quarters, I’d skip the $.50 chips. CPC chips are expensive, so make your purchase most efficient... I’d rather spend my chip budget money on more useful chips (like more $1 or $5 chips) than buy chips that are redundant. If you choose to make your lowest stake $.50/.50 or $.50/1, then skip the quarters and get 100x$.50.
The outlaw .50 chip is a lot nicer chip than the .25 one, but if no one gets .50 and I rarely see any custom cpc sets with .50 maybe I shouldn't buy it.
The issue is, a lot of the players want to limp in pre flop to see the flop. I've read that people should be doing 4xbb preflop when they are on bb, and I never see that in our game. From time to time someone throws in one or two chips pre flop. I worry that they might run out of the .25 chips quick if they keep limping in hand after hand.
In fact, dare I say, you may want to look at a limit game?
Jezzus, don’t confuse the issue, lol.
Thanks I saw those before, problem is the red is sold out and want to get chips in for next week for a poker party I am hosting.Jezzus, don’t confuse the issue, lol. Limit, lol. Allegedly they already get the concept of NL (possibly).
I actually think 100 quarters would be plenty (especially for 8 players. Gives everyone 12 to start. If everyone limps, (which is pretty bad play for what’s its worth), you still have enough quarters.
And as already stated, if someone runs out of quarters, they can just call with a $1 chip, then get change from the pot (once all the action has completed).
Oh, and you seem to be married to the outlaw chip? Don’t. You want to experience a good number of chips. They’re all a tad diffeeent in feel, looks, etc. there are plenty of low end chips that work well, especially if this really is just a fill-in until your CPC chips arrive in a few months. Might be the outlaw chip is your final choice.. it’s really just a temp setup so don’t let that alter (affect) your desired game structure too much.
For cheapies, I like the nexgen pro chips. They have $1/$5/$25 chips for around $.15 each and are plastic, but don’t have the metallic slug. They also have a non-denim blue chip that could be used for $.25 or .50.
Here’s one link I found for them. Again, cheap. Probably don’t hold too much value. But much better than dice chips. Actually these are my personal favorite plastic chip. But everyone has different tastes. 600 chips for under $100...
http://www.pokerchipmania.com/nexgen-poker-chips/9g-pro/
View attachment 234022
This is an example of “getting samples!”Thanks I saw those before, problem is the red is sold out and want to get chips in for next week for a poker party I am hosting.
I have ordered lots of samples to see which chips I like. The outlaws I like since they feel good and are cheap until I get something better.
View attachment 234043View attachment 234044View attachment 234045View attachment 234046
This is an example of “getting samples!”
problem is the red is sold out and want to get chips in for next week for a poker party I am hosting..
Think you said that 3x already. I play mostly with guys from Europe, some of them don’t even speak English. For past 5 years we have always played this way. We used dice chips and never seen a chip with a “$” sign. If you were to come there and explain how the cash poker should be played, they would look as confused as you are when I explained how we play. I can try to teach them the proper way, but there is very high chance they will all be confused and just say "Let's play how we always played because it seemed to worked for the past 5 years, so why change it now?"Sigh... and coupled with the OP’s complete inability to comprehend the first two pages of advice from members here, I’m wondering how someone could amass such a collection of samples, includeing a CPC color samples, and not know about small and big blinds (or antes) or any of the dozen other commonly known poker facets.
Now I’m starting to think this might actually have been an elaborate troll thread... something doesn’t smel right.
I bought Outlaws today as I am throwing party on the 12th so couldn't delay it anymore, didn't know there are other vendors. Didn't have samples of those chips so I just got the ones I had sample of.Just in case this isn’t a troll thread. There is more than one online supplier of those chips.
That is correct. So if you raise $27.5, I would then need to count that $27.5 is equal to 55 $.50 chips, and then put 55 $.050 chip on the table. If you just put 55 chips on the table, I could just quickly put 55 chips on the table without doing the multiplication
Yes if we play for $1, it would be much easier, but a lot of guys don't want to, they rather play for $.50 a chip
Think about your example above. You say the issue is they’d have to do multiplication to figure out how many chips are in a $27.50 bet... couldn’t the player betting just say 55 ***quarters*** instead then no one has to do “multiplication”? Or say I bet 20 $1s?That is correct. So if you raise $27.5, I would then need to count that $27.5 is equal to 55 $.50 chips, and then put 55 $.050 chip on the table. If you just put 55 chips on the table, I could just quickly put 55 chips on the table without doing the multiplication
I thought the big blind is 2x of the small blind. How can there be .50/.50?
Do you still have that breakdown of the bank for cash game? not sure if my bank is correct
Based on the info I have gathered so far I have the following breakdown of chips for each game
.50/.50, 100BB, $50 buy in, 40 chips
5 x $5
15 x $1
20 x $.50
my players like to see the $25s hit the table. Sometimes, that doesn't happen. If I had more $5 chips, it would happen less often. (Or we'd have to do it before we run out of $5 chips, which isn't as fun, because nobody cheers.) If you'd like to have more $5 chips, this would be a perfectly good set:
With so many $25s you have a big bank ($4970). How often do you need it to be that deep?
I've gone the route of having 20 $25s and 10 $100 and filling the rest with $5s.
I didn't know that. I had a feeling when people would throw just 1 chip, it shouldn't be like that. They did mostly just to be annoying.You are playing for $1. Two 50c chips is $1, and your big blind is two chips. This means your minimum bet/raise should be multiples of $1. The minimum bet/raise is 2 chips, and incremental bets/raises are 2 chips, except for all-ins.
Think about your example above. You say the issue is they’d have to do multiplication to figure out how many chips are in a $27.50 bet... couldn’t the player betting just say 55 ***quarters*** instead then no one has to do “multiplication”? Or say I bet 20 $1s?
Think about it this way - if you bought denominated chips and scratched off all the “$” signs, the absolutely ONLY difference between what your describing and using actual dollar values is... that your players have to divide the chip values you use by 2 anytime they want to know how much actual cash they’re betting/winning/losing etc.
The fact your system doesn’t actually avoid ANY of the concerns you have about players needing to do multiplication or figuring out numbers and actually makes it slightly more difficult to figure out the actual amount of $$$ bet/win/lost/in their stack, is why people think you’re trolling them.
@Mental Nomad is pretty much saying the same thing in a different manner. If you want to do it how you’re doing it then by all means do it... but if you can’t see that you’re just making it slightly more complicated than it has to be... I just need to walk away.
Hats off to you though if this is a troll your just very committed to though... cause I’m so tilted I’m typing from the floor rn.
This has been very informative post. Thank you. I will copy/paste some of the info on breakdowns to my MS word file on pokerBlinds do not have to be 1x/2x, as others have mentioned. The following are all common:
25c/25c
25c/50c
50c/50c
50c/$1
$1/$1
$1/$2
$1/$3
$2/$5
Technically, there don't have to be two blinds! In a short-handed game, there's nothing wrong with using a single blind.
And in a 10-player game, you used to be able to find 50c/50c/50c blinds, and $1/$1/$1. (These have mostly gone away.)
The only requirement is that they be posted blind (before the player sees their cards).
Your current game, with 1/2 blinds using 50c chips, is effectively a $1 game. If your players enjoy playing that level with 50BB, it's fine for them to keep playing that way. It's 'short stack' for poker theory purposes, but you're not obligated to change your game - some people love to play short stack (going all-in is correct more often when you play short stack.)
I've hosted a lot of $1 games with a set of Paulsons I have. Here are the breakdowns I used for years; they work GREAT. People buy in for whatever amount they want (everyone can be different.)
.50/$1, 50BB, $50 buy in, 28 chips
4 x 50c
18 x $1 ($20 total, so far.)
6 x $5
.50/$1, 60BB, $60 buy in, 30 chips
4 x 50c
18 x $1 ($20 total, so far.)
8 x $5
.50/$1, 100BB, $100 buy in, 38 chips
4 x 50c
18 x $1 ($20 total, so far.)
16 x $5
The set I use for this game only has 20 50c chips and 160 $1 chips.
So, the first 5 people to buy in get the chips I described above... the next three get:
.50/$1, 50BB, $50 buy in, 26 chips
20 x $1 ($20 total, so far.)
6 x $5
.50/$1, 60BB, $60 buy in, 28 chips
20 x $1 ($20 total, so far.)
8 x $5
.50/$1, 100BB, $100 buy in, 36 chips
20 x $1 ($20 total, so far.)
16 x $5
After eight people have bought in (or there has been a rebuy), nearly all the $1 are gone. The next buy-ins get:
.50/$1, 50BB, $50 buy in, 20 chips
10 x $5
.50/$1, 60BB, $60 buy in, 20 chips
12 x $5
.50/$1, 100BB, $100 buy in, 20 chips
20 x $5
You should have realized the pattern, by now... no matter what they want to buy in for, they get:
$20 in small chips, the rest in $5 chips.
And when I run low on small chips, all they get is $5 chips.
This set only has 160 $5 chips! So when those run out, everyone cheers and I start bringing in $25 chips.
If someone wants to buy $20 more, and there are no $5 chips left, I just give some player a $25 chip and take five $5 chips back... and then I can can handle the $20 buy-in. Everyone is always happy to get a $25 chip. Those are the ones they don't want to give up.
This is the entire set:
Bank:
20 x 0.50 chips
160 x $1 chips
160 x $5 chips
160 x $25 chips
(Total bank $4970)
500 chips total. For eight players, this works out just fine.
(By the way, if you shop for a chip case online, you'll notice most cases fit 500 chips. Funny? Or Obvious? You can fit the whole set in your case.)
If playing 10 players, I prefer to have 200 x $1 and 200 x $5. (Total of 20 on the table per player.) But it's completely fine with 160 of them.
Also, some people like to have more $5 chips and fewer $25 chips, but I don't - my players like to see the $25s hit the table. Sometimes, that doesn't happen. If I had more $5 chips, it would happen less often. (Or we'd have to do it before we run out of $5 chips, which isn't as fun, because nobody cheers.) If you'd like to have more $5 chips, this would be a perfectly good set:
20 x 0.50 chips
200 x $1 chips
200 x $5 chips
80 x $25 chips
(Total bank $3210)
Or some chips are purchased in 25 chips rolls:
25 x 0.50 chips
200 x $1 chips
200 x $5 chips
75 x $25 chips
(Total bank $3087.50)
Both fit perfectly in a 500-count case.
With the beginning stack breakdown as proposed by many people here, you wouldn't have 55 quarters. This means your $27.5 bet would be made of combination of different chips values. I said previously that counting 55 chips is easy, someone mentioned different ways you can quickly put 55 chips and I know that. When we play we don't think in terms of "how much $$ am I betting" we all think in terms of chips, "how many chips is in the bet etc". I know NOW that this is not good idea when implementing different strategies and trying to figure it out your % chance to win or to count different ratios.
We convert the $ into chips at the beginning of the game, and then we play in terms of chips. When we run out of chips, we buy more for cash. At the end of the night, we convert the chips back into $ and we get that cash from the bank.