🔴 Poker Chip Denomination Calculator

Enter your buy-in amount and the chip denominations you have available. This calculator works out a suggested chip count per player, using the largest denominations first.

How the breakdown is built

Your comma-separated denominations are sorted high to low and spent greedily, which always produces the fewest possible chips:

for each denomination, largest first:
    count     = floor(remaining ÷ denomination)
    remaining = remaining − count × denomination
anything left over is listed as an unallocated remainder

The defaults show what that means: a $20 buy-in against 0.25, 0.50, 1 and 5 comes back as four $5 chips and nothing else. The maths is right and the stack is unplayable. The remainder row appears when your chips cannot make the figure exactly — $20 in $3 chips gives six chips and $2.00 left over. Everything is rounded to whole cents, so decimal denominations do not accumulate error.

Building a stack you can bet with

Give each player 20 to 30 chips, with the smallest denomination equal to the small blind. A workable $20 stack for $0.25/$0.50 blinds:

ChipCountValue
$0.258$2.00
$0.506$3.00
$1.0010$10.00
$5.001$5.00
Check your case will cover the table before you deal. Eight players at ten $1 chips each needs eighty of them, and most 300-chip sets carry about a hundred.

Frequently asked questions

How many chips should each player start with?

Twenty to thirty, weighted towards the two smallest denominations. Fewer than twenty and players cannot make small raises; many more and the stacks become slow to count.

Why does it hand me four $5 chips for a $20 buy-in?

Because it spends the largest denomination first, which is the fewest-chips answer. Remove 5 from the denomination list to push the same $20 down into dollars and quarters.

What chip values suit a $20 home game?

Quarters, 50-cent and dollar chips carry the play, with a couple of $5 chips for late betting. Set the blinds at $0.25/$0.50 so the smallest chip is still meaningful.