Independent guide · original demo · 18+

Paper Bridges: Probability and Payout Analysis

The official website of 236bet.

The official website of 236bet. This guide explains the mathematical expectations and payout structure for the Paper Bridges demo. It covers how gross returns are calculated and how the game settles based on the supplied mechanics.

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Game Structure and Gross Returns

The game consists of four rows, each containing three bridges with one hidden hazard. You select one bridge per row to attempt a safe crossing. The gross returns for completing one to four safe rows are 1.44x, 2.16x, 3.24x, and 4.86x respectively. These gross values include your original stake. The game automatically settles after the fourth row, but you may collect manually after any safe row.

Probability and Expected Value

Each row has a two-thirds chance of being safe. The expected return is calculated as 0.96, indicating a ninety-six percent return to player rate. Simulation data confirms this, showing simulated RTPs between 95.94% and 96.09% across one million rounds. The stake is deducted once at the start, and the game persists this before any animation begins.

Wallet Rules and Settlement

Payouts are computed in hundredths. The system adds any saved fractional carry to the calculated payout, credits the floor of the whole coins, and keeps the remainder between zero and ninety-nine as a fractional carry. A manual refill is available only when the balance is idle and below ten, setting the balance to one thousand. Reloading the page discards any unfinished round without refund or resumption.

Frequently asked questions

How is the payout calculated in this demo?

Payouts are calculated in hundredths and added to any saved fractional carry. The system credits the floor of the whole coins and retains the remainder as a fractional carry for future use.

What happens if I reload the page during a round?

Reloading discards the unfinished round immediately. The stake remains deducted, and there is no refund or option to resume the previous game state.