Ring Thirty-Eight

One extra pocket

The same one to thirty-six, but with two zero pockets instead of one. Thirty-eight pockets in total.

The rewards did not move

A single pocket still pays thirty-five to one, thirds and columns still pay two to one, the wide fields still pay one to one. Only the ring changed.

Why it is here

Put side by side with the thirty-seven pocket ring, this game shows exactly what one pocket is worth. It is the clearest demonstration on the site.

Two pockets of thirty-eight

A single pocket pays thirty-five but comes up once in thirty-eight. The shortfall is now two pockets out of thirty-eight, or 5.26 percent — very nearly double the thirty-seven pocket ring.

What that costs over time

Over a thousand turns at the same stake, the two rings differ by about twenty-five stakes. One pocket, one rule, and the whole gap between them.

A ring is a lottery you can see

Every pocket is drawn with the same chance, and the whole apparatus is in front of you. Nothing about a ring game is hidden — which makes it the clearest place to see where a house margin actually comes from.

The margin is one pocket

The rewards are priced as if the extra pocket were not there. On a thirty-seven pocket ring that single difference is 2.70 percent; add a second and it becomes 5.26. Nothing else about the game changes at all.

Every cover is the same

A single number, a colour, a column, a dozen — all of them settle to the same margin on the same ring. Spreading across the table changes how often you are paid and by how much, and leaves the expected result untouched.

Patterns in past results

Recording the last twenty outcomes feels like research and is not. Each turn is independent; a run of one colour carries no information about the next. The board that displays past numbers exists because people want it, not because it predicts anything.