Roulette: Streets of Gold

Roulette: Streets of Gold

Win up to 500x your stake by lighting up streets on Roulette: Streets of Gold.


Roulette: Streets of Gold Game Overview

To place your bets, pick a chip from the bottom of the screen and then click on the designated area of the table to place a bet.

The chip sizes available in Roulette Streets of Gold range from 50 p to £100.


Betting Buttons

To remove your bets from the roulette table you must click 'Undo' or 'Clear.'

If you want to skip all the animations in the game you need to hit 'Instant.'

To place the same bets as your previous spin, click 'Rebet', and you can do this while doubling your stake by pressing 'Double.'


Payouts

The wide variety of bets and payouts in Roulette Streets of Gold are shown below.

BetDescription
Even Money - 1/1Bet on colour, even/odd, low/high
Dozen - 2/1Bet on group of 12 numbers
Column - 5/1Bet on boxes labelled '2 to 1'
Line - 5/1Place chip on inner boundary line between two rows
Corner - 8/1Place chip at corner where 4 numbers meet
Street - 11/1Place chip on outer boundary line, cover 3 numbers
Split - 17/1Chip covers 2 numbers
Straight Up - 35/1Chip placed on single number

La Partage

If you place a bet on any even money bets, half of your stake is returned if the ball lands on 0 via the La Partage rule.


Streets of Gold Side Bet

The aim of this side bet is to light up as many streets as possible, and you win a cash prize when a minimum of seven streets are lit.

When the ball lands on one of the three numbers in a street it will be lit up, and the more you light up the more you win.

When the ball lands on a street which has already been lit, this side bet game will finish.

The awards for the side bet are shown below:

Streets LitPays
75x
810x
915x
1020x
11100x
12500x

Return To Player

Return to Player (RTP): 98.65%

The expected return is the amount we pay out to players relative to the amount of wagering on the game.

For example, if we take £100 of wagers we will, on average, pay out £98.65 of wins.

This return is based on the player making the best choices.