Left right center rules: chips, dice and who wins by seat

LCR, sold as Left Center Right, is a chip-passing dice game for three or more people. George & Company LLC has sold a boxed LCR set in the United States since the early 1980s (foil packs) and under the LCR name in a tube from 1992; a 2009 Fourth Circuit opinion, *George Company LLC v. Imagination Entertainment Ltd.*, records that timeline. The mechanic is older than the trademark. You can play with three ordinary dice by reading 1–3 as dots, 4 as L, 5 as C and 6 as R.

Setup

Sit in a circle. Give everyone three chips (or coins, or sweets). Put an empty pot in the middle. Decide who starts; after that, play passes left.

A turn

1. Count the chips in front of you. Roll that many dice, capped at three. If you have seven chips, you still roll three. If you have one, you roll one. If you have zero, you skip. 2. Resolve each die: - L: give one of your chips to the player on your left. - R: give one of your chips to the player on your right. - C: put one of your chips into the centre pot. - Dot: that chip stays. 3. Pass the dice left.

You only move chips you still have. If you roll L, C, R with three chips, all three leave: one left, one right, one centre, and you sit at zero. You are not out. A neighbour can pass you a chip on a later turn and you roll again.

Winning

When only one player has chips, that player takes the centre pot plus whatever they still hold. Some groups play a "last chip must go to centre" house rule so the winner is the person who dumped the final chip; that is a different game. The boxed rules end when one person still has chips.

LCR belongs with other party dice games in the Games of chance topic. Bunco is the partnership alternative. Casino party ideas is the night-planning page.

One LCR die is a four-way split hiding inside six faces.

Independence matters. Three dice are three separate chip orders, not one combined instruction. L, L, dot means two chips left and one stays, not "something about left."

Expected chips you keep on a three-die roll

Each of your three chips survives with probability 1/2 (the dot). Expected chips kept from your own roll = 1.5. Expected chips to left = 0.5, to right = 0.5, to centre = 0.5. You "lose" 1.5 in expectation every time you roll three dice, before anyone pays you back.

Worked first roll

You hold 3. You roll L, C, dot.

• L: one chip to your left.
• C: one chip to the pot.
• Dot: one chip stays.

You now have 1. Left neighbour has +1. The pot has 1. Right neighbour is unchanged. Next player rolls.

If you roll C, C, C (1 in 216), you empty yourself in one turn and the pot jumps by 3. Rare, loud, and still not a decision.

LCR has no skill, so the only bias is who rolls first. Chips leave the circle only on C. L and R just rotate wealth. The first player is the first person who can throw chips into the pot, and at that moment nobody has paid them back yet.

Four players, after A's first turn only

Label seats A (first), B (left of A), C, D (right of A). Each starts with 3.

A rolls three dice. In expectation:

B and D are already ahead of A, and C has not been taxed. After B's turn the wave moves, but A has still taken one extra "tax turn" that D has not taken. In a long game everyone rolls many times and the gap shrinks in relative terms, yet the extra tax never fully disappears. More players means a longer wait until the last seat acts, so the first-seat disadvantage grows.

Why this page does not print a fake seat table

A published table of exact win rates by seat for every player count would need a defined house rule set and a full Markov model. Blog percentages without a method are not a source. The direction is solid: later seats are a little better; first seat is a little worse; the gap is small next to ordinary dice variance. If you want fairness, randomise the start each game, or play a number of games equal to the number of seats and rotate the first roll.

Three players, same idea

A's first roll still dumps 0.5 to the pot in expectation and 0.5 to each neighbour. With only two neighbours, both of them are A's left and right, so both jump to 3.5 while A sits at 1.5. Then B rolls, then C. Same qualitative story, smaller table.

If you are playing for a pot among adults, the seat bias is a reason to rotate, not a reason to sit on D and call it a system. The dice roll probability page is the same counting used here; LCR just relabels three of the six faces.

A concrete rotation that kills the argument: play n games in a row at an n-player table, and move the first roll one seat each game. Over that block every seat pays the first-player tax once. The dice will still decide who wins each game; you have only removed the systematic part.

Think of the chips as two piles: in the circle and in the pot. Only C moves a chip from circle to pot. L and R never reduce the circle total. The game ends when the circle's chips all sit in front of one person.

With n players and 3n chips, you need enough C faces to concentrate the remainder. That can take five minutes or twenty. A table of eight starts with 24 chips; more C faces have to appear before one seat can own the rest.

Zero is not out

A player at zero is skipped, but they are a receiving address. If B has 0 and A rolls L (B is A's left), B is back in with 1 chip and will roll one die next time. Eliminating someone in conversation ("you're out") is a rules error that changes who can receive.

Why you never "play around" a neighbour

There is no bid, no keep-or-reroll, no choice of which chip to move. People still lean, blow on dice, and pick a "lucky" colour of chip. That is the illusion of control, the same bias as shaking harder for a 6. The faces do not care.

Money

If the centre pot is cash, LCR is gambling. Adults only, 18+ or the local legal age. A $1 chip and a $20 chip use the same dice. Write the unit first. The boxed game is sold as a family toy; cash is your group's choice, not the publisher's.

LCR Wild (a later George & Company edition) adds a wild face that the roller assigns. That injects one decision and breaks the "no skill" line.

Last chip to the pot. The winner must dump their last chip with a C. Games last longer and the pot is always non-empty at the end. Seat bias remains.

More than three starting chips. The cap is still three dice, so a rich player only risks three chips a turn. Fortunes swing slower; first-seat tax matters less in the first minute and more over a long grind.

Cards instead of dice. Some commercial decks replace the three cubes. The mapping should still be 50% stay, 1/6 each way, or you have a different game.

If you want a party game with real choices, play shut the box or ship captain crew. LCR is the game you hand to a table that should not have to remember a chart.

LCR is a teaching tool for independence: each face is a separate order, the pot only grows on C, and seat order is a small tax. It is a poor teaching tool for skill, because there is none.

PVPspinArena runs three player-vs-player games in USDC or ETH on Base. Coinflip is a 50/50, closer to a single LCR die than it looks: one binary result, two players, pot in the middle. Roulette is a 15-slot wheel, 7 Purple and 7 Silver at 2x, 1 Green at 14x, every bet returning 14/15 (a 6.67% edge). Jackpot sets your chance equal to your share of the pot. Seeds are committed; verify a settled round on fairness.

If passing chips has become passing more cash than you meant, stop. Tools sit on responsible gambling. Play is 18+ only.